Álgebra Exemplos

$\frac{(x^{32} - 5 x^{15} + 12)}{x + 1}$

Etapa 1

Para calcular o resto, primeiro divida os polinômios.

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Etapa 1.1

Estabeleça os polinômios a serem divididos. Se não houver um termo para cada expoente, insira um com valor de $0$ .

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

Etapa 1.2

Divida o termo de ordem mais alta no dividendo $x^{32}$ pelo termo de ordem mais alta no divisor $x$ .

$x^{31}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

Etapa 1.3

Multiplique o novo termo do quociente pelo divisor.

$x^{31}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

Etapa 1.4

A expressão precisa ser subtraída do dividendo. Portanto, altere todos os sinais em $x^{32} + x^{31}$ .

$x^{31}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

Etapa 1.5

Depois de alterar os sinais, some o último dividendo do polinômio multiplicado para encontrar o novo dividendo.

$x^{31}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

Etapa 1.6

Tire os próximos termos do dividendo original e os coloque no dividendo atual.

$x^{31}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

Etapa 1.7

Divida o termo de ordem mais alta no dividendo $- x^{31}$ pelo termo de ordem mais alta no divisor $x$ .

$x^{31}$

$x^{30}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

Etapa 1.8

Multiplique o novo termo do quociente pelo divisor.

$x^{31}$

$x^{30}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

Etapa 1.9

A expressão precisa ser subtraída do dividendo. Portanto, altere todos os sinais em $- x^{31} - x^{30}$ .

$x^{31}$

$x^{30}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

Etapa 1.10

Depois de alterar os sinais, some o último dividendo do polinômio multiplicado para encontrar o novo dividendo.

$x^{31}$

$x^{30}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

Etapa 1.11

Tire os próximos termos do dividendo original e os coloque no dividendo atual.

$x^{31}$

$x^{30}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

Etapa 1.12

Divida o termo de ordem mais alta no dividendo $x^{30}$ pelo termo de ordem mais alta no divisor $x$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

Etapa 1.13

Multiplique o novo termo do quociente pelo divisor.

$x^{31}$

$x^{30}$

$x^{29}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

Etapa 1.14

A expressão precisa ser subtraída do dividendo. Portanto, altere todos os sinais em $x^{30} + x^{29}$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

Etapa 1.15

Depois de alterar os sinais, some o último dividendo do polinômio multiplicado para encontrar o novo dividendo.

$x^{31}$

$x^{30}$

$x^{29}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

Etapa 1.16

Tire os próximos termos do dividendo original e os coloque no dividendo atual.

$x^{31}$

$x^{30}$

$x^{29}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

Etapa 1.17

Divida o termo de ordem mais alta no dividendo $- x^{29}$ pelo termo de ordem mais alta no divisor $x$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

Etapa 1.18

Multiplique o novo termo do quociente pelo divisor.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

Etapa 1.19

A expressão precisa ser subtraída do dividendo. Portanto, altere todos os sinais em $- x^{29} - x^{28}$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

Etapa 1.20

Depois de alterar os sinais, some o último dividendo do polinômio multiplicado para encontrar o novo dividendo.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

Etapa 1.21

Tire os próximos termos do dividendo original e os coloque no dividendo atual.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

Etapa 1.22

Divida o termo de ordem mais alta no dividendo $x^{28}$ pelo termo de ordem mais alta no divisor $x$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

Etapa 1.23

Multiplique o novo termo do quociente pelo divisor.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

Etapa 1.24

A expressão precisa ser subtraída do dividendo. Portanto, altere todos os sinais em $x^{28} + x^{27}$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

Etapa 1.25

Depois de alterar os sinais, some o último dividendo do polinômio multiplicado para encontrar o novo dividendo.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

Etapa 1.26

Tire os próximos termos do dividendo original e os coloque no dividendo atual.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

Etapa 1.27

Divida o termo de ordem mais alta no dividendo $- x^{27}$ pelo termo de ordem mais alta no divisor $x$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

Etapa 1.28

Multiplique o novo termo do quociente pelo divisor.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

Etapa 1.29

A expressão precisa ser subtraída do dividendo. Portanto, altere todos os sinais em $- x^{27} - x^{26}$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

Etapa 1.30

Depois de alterar os sinais, some o último dividendo do polinômio multiplicado para encontrar o novo dividendo.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

Etapa 1.31

Tire os próximos termos do dividendo original e os coloque no dividendo atual.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

Etapa 1.32

Divida o termo de ordem mais alta no dividendo $x^{26}$ pelo termo de ordem mais alta no divisor $x$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

Etapa 1.33

Multiplique o novo termo do quociente pelo divisor.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

Etapa 1.34

A expressão precisa ser subtraída do dividendo. Portanto, altere todos os sinais em $x^{26} + x^{25}$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

Etapa 1.35

Depois de alterar os sinais, some o último dividendo do polinômio multiplicado para encontrar o novo dividendo.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

Etapa 1.36

Tire os próximos termos do dividendo original e os coloque no dividendo atual.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

Etapa 1.37

Divida o termo de ordem mais alta no dividendo $- x^{25}$ pelo termo de ordem mais alta no divisor $x$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

Etapa 1.38

Multiplique o novo termo do quociente pelo divisor.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

Etapa 1.39

A expressão precisa ser subtraída do dividendo. Portanto, altere todos os sinais em $- x^{25} - x^{24}$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

Etapa 1.40

Depois de alterar os sinais, some o último dividendo do polinômio multiplicado para encontrar o novo dividendo.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

Etapa 1.41

Tire os próximos termos do dividendo original e os coloque no dividendo atual.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

Etapa 1.42

Divida o termo de ordem mais alta no dividendo $x^{24}$ pelo termo de ordem mais alta no divisor $x$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

Etapa 1.43

Multiplique o novo termo do quociente pelo divisor.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

Etapa 1.44

A expressão precisa ser subtraída do dividendo. Portanto, altere todos os sinais em $x^{24} + x^{23}$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

Etapa 1.45

Depois de alterar os sinais, some o último dividendo do polinômio multiplicado para encontrar o novo dividendo.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

Etapa 1.46

Tire os próximos termos do dividendo original e os coloque no dividendo atual.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

Etapa 1.47

Divida o termo de ordem mais alta no dividendo $- x^{23}$ pelo termo de ordem mais alta no divisor $x$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

Etapa 1.48

Multiplique o novo termo do quociente pelo divisor.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

Etapa 1.49

A expressão precisa ser subtraída do dividendo. Portanto, altere todos os sinais em $- x^{23} - x^{22}$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

Etapa 1.50

Depois de alterar os sinais, some o último dividendo do polinômio multiplicado para encontrar o novo dividendo.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

Etapa 1.51

Tire os próximos termos do dividendo original e os coloque no dividendo atual.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

Etapa 1.52

Divida o termo de ordem mais alta no dividendo $x^{22}$ pelo termo de ordem mais alta no divisor $x$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

Etapa 1.53

Multiplique o novo termo do quociente pelo divisor.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

Etapa 1.54

A expressão precisa ser subtraída do dividendo. Portanto, altere todos os sinais em $x^{22} + x^{21}$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

Etapa 1.55

Depois de alterar os sinais, some o último dividendo do polinômio multiplicado para encontrar o novo dividendo.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

Etapa 1.56

Tire os próximos termos do dividendo original e os coloque no dividendo atual.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

Etapa 1.57

Divida o termo de ordem mais alta no dividendo $- x^{21}$ pelo termo de ordem mais alta no divisor $x$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

Etapa 1.58

Multiplique o novo termo do quociente pelo divisor.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

Etapa 1.59

A expressão precisa ser subtraída do dividendo. Portanto, altere todos os sinais em $- x^{21} - x^{20}$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

Etapa 1.60

Depois de alterar os sinais, some o último dividendo do polinômio multiplicado para encontrar o novo dividendo.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

Etapa 1.61

Tire os próximos termos do dividendo original e os coloque no dividendo atual.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

Etapa 1.62

Divida o termo de ordem mais alta no dividendo $x^{20}$ pelo termo de ordem mais alta no divisor $x$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

Etapa 1.63

Multiplique o novo termo do quociente pelo divisor.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

Etapa 1.64

A expressão precisa ser subtraída do dividendo. Portanto, altere todos os sinais em $x^{20} + x^{19}$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

Etapa 1.65

Depois de alterar os sinais, some o último dividendo do polinômio multiplicado para encontrar o novo dividendo.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

Etapa 1.66

Tire os próximos termos do dividendo original e os coloque no dividendo atual.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

Etapa 1.67

Divida o termo de ordem mais alta no dividendo $- x^{19}$ pelo termo de ordem mais alta no divisor $x$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

Etapa 1.68

Multiplique o novo termo do quociente pelo divisor.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

Etapa 1.69

A expressão precisa ser subtraída do dividendo. Portanto, altere todos os sinais em $- x^{19} - x^{18}$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

Etapa 1.70

Depois de alterar os sinais, some o último dividendo do polinômio multiplicado para encontrar o novo dividendo.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

Etapa 1.71

Tire os próximos termos do dividendo original e os coloque no dividendo atual.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

Etapa 1.72

Divida o termo de ordem mais alta no dividendo $x^{18}$ pelo termo de ordem mais alta no divisor $x$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

Etapa 1.73

Multiplique o novo termo do quociente pelo divisor.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

Etapa 1.74

A expressão precisa ser subtraída do dividendo. Portanto, altere todos os sinais em $x^{18} + x^{17}$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

Etapa 1.75

Depois de alterar os sinais, some o último dividendo do polinômio multiplicado para encontrar o novo dividendo.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

Etapa 1.76

Tire os próximos termos do dividendo original e os coloque no dividendo atual.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

Etapa 1.77

Divida o termo de ordem mais alta no dividendo $- x^{17}$ pelo termo de ordem mais alta no divisor $x$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

Etapa 1.78

Multiplique o novo termo do quociente pelo divisor.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

Etapa 1.79

A expressão precisa ser subtraída do dividendo. Portanto, altere todos os sinais em $- x^{17} - x^{16}$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

Etapa 1.80

Depois de alterar os sinais, some o último dividendo do polinômio multiplicado para encontrar o novo dividendo.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

Etapa 1.81

Tire os próximos termos do dividendo original e os coloque no dividendo atual.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

Etapa 1.82

Divida o termo de ordem mais alta no dividendo $x^{16}$ pelo termo de ordem mais alta no divisor $x$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

Etapa 1.83

Multiplique o novo termo do quociente pelo divisor.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

Etapa 1.84

A expressão precisa ser subtraída do dividendo. Portanto, altere todos os sinais em $x^{16} + x^{15}$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

Etapa 1.85

Depois de alterar os sinais, some o último dividendo do polinômio multiplicado para encontrar o novo dividendo.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

Etapa 1.86

Tire os próximos termos do dividendo original e os coloque no dividendo atual.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

Etapa 1.87

Divida o termo de ordem mais alta no dividendo $- 6 x^{15}$ pelo termo de ordem mais alta no divisor $x$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

Etapa 1.88

Multiplique o novo termo do quociente pelo divisor.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

Etapa 1.89

A expressão precisa ser subtraída do dividendo. Portanto, altere todos os sinais em $- 6 x^{15} - 6 x^{14}$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

Etapa 1.90

Depois de alterar os sinais, some o último dividendo do polinômio multiplicado para encontrar o novo dividendo.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

Etapa 1.91

Tire os próximos termos do dividendo original e os coloque no dividendo atual.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

Etapa 1.92

Divida o termo de ordem mais alta no dividendo $6 x^{14}$ pelo termo de ordem mais alta no divisor $x$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

Etapa 1.93

Multiplique o novo termo do quociente pelo divisor.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

Etapa 1.94

A expressão precisa ser subtraída do dividendo. Portanto, altere todos os sinais em $6 x^{14} + 6 x^{13}$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

Etapa 1.95

Depois de alterar os sinais, some o último dividendo do polinômio multiplicado para encontrar o novo dividendo.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

Etapa 1.96

Tire os próximos termos do dividendo original e os coloque no dividendo atual.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

Etapa 1.97

Divida o termo de ordem mais alta no dividendo $- 6 x^{13}$ pelo termo de ordem mais alta no divisor $x$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

Etapa 1.98

Multiplique o novo termo do quociente pelo divisor.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

Etapa 1.99

A expressão precisa ser subtraída do dividendo. Portanto, altere todos os sinais em $- 6 x^{13} - 6 x^{12}$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

Etapa 1.100

Depois de alterar os sinais, some o último dividendo do polinômio multiplicado para encontrar o novo dividendo.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

Etapa 1.101

Tire os próximos termos do dividendo original e os coloque no dividendo atual.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

Etapa 1.102

Divida o termo de ordem mais alta no dividendo $6 x^{12}$ pelo termo de ordem mais alta no divisor $x$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

Etapa 1.103

Multiplique o novo termo do quociente pelo divisor.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

$6 x^{12}$

$6 x^{11}$

Etapa 1.104

A expressão precisa ser subtraída do dividendo. Portanto, altere todos os sinais em $6 x^{12} + 6 x^{11}$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

$6 x^{12}$

$6 x^{11}$

Etapa 1.105

Depois de alterar os sinais, some o último dividendo do polinômio multiplicado para encontrar o novo dividendo.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

$6 x^{12}$

$6 x^{11}$

Etapa 1.106

Tire os próximos termos do dividendo original e os coloque no dividendo atual.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

$6 x^{12}$

$6 x^{11}$

$0 x^{10}$

Etapa 1.107

Divida o termo de ordem mais alta no dividendo $- 6 x^{11}$ pelo termo de ordem mais alta no divisor $x$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$6 x^{10}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

$6 x^{12}$

$6 x^{11}$

$0 x^{10}$

Etapa 1.108

Multiplique o novo termo do quociente pelo divisor.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$6 x^{10}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

$6 x^{12}$

$6 x^{11}$

$0 x^{10}$

$6 x^{11}$

$6 x^{10}$

Etapa 1.109

A expressão precisa ser subtraída do dividendo. Portanto, altere todos os sinais em $- 6 x^{11} - 6 x^{10}$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$6 x^{10}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

$6 x^{12}$

$6 x^{11}$

$0 x^{10}$

$6 x^{11}$

$6 x^{10}$

Etapa 1.110

Depois de alterar os sinais, some o último dividendo do polinômio multiplicado para encontrar o novo dividendo.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$6 x^{10}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

$6 x^{12}$

$6 x^{11}$

$0 x^{10}$

$6 x^{11}$

$6 x^{10}$

Etapa 1.111

Tire os próximos termos do dividendo original e os coloque no dividendo atual.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$6 x^{10}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

$6 x^{12}$

$6 x^{11}$

$0 x^{10}$

$6 x^{11}$

$6 x^{10}$

$0 x^{9}$

Etapa 1.112

Divida o termo de ordem mais alta no dividendo $6 x^{10}$ pelo termo de ordem mais alta no divisor $x$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$6 x^{10}$

$6 x^{9}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

$6 x^{12}$

$6 x^{11}$

$0 x^{10}$

$6 x^{11}$

$6 x^{10}$

$0 x^{9}$

Etapa 1.113

Multiplique o novo termo do quociente pelo divisor.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$6 x^{10}$

$6 x^{9}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

$6 x^{12}$

$6 x^{11}$

$0 x^{10}$

$6 x^{11}$

$6 x^{10}$

$0 x^{9}$

$6 x^{10}$

$6 x^{9}$

Etapa 1.114

A expressão precisa ser subtraída do dividendo. Portanto, altere todos os sinais em $6 x^{10} + 6 x^{9}$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$6 x^{10}$

$6 x^{9}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

$6 x^{12}$

$6 x^{11}$

$0 x^{10}$

$6 x^{11}$

$6 x^{10}$

$0 x^{9}$

$6 x^{10}$

$6 x^{9}$

Etapa 1.115

Depois de alterar os sinais, some o último dividendo do polinômio multiplicado para encontrar o novo dividendo.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$6 x^{10}$

$6 x^{9}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

$6 x^{12}$

$6 x^{11}$

$0 x^{10}$

$6 x^{11}$

$6 x^{10}$

$0 x^{9}$

$6 x^{10}$

$6 x^{9}$

Etapa 1.116

Tire os próximos termos do dividendo original e os coloque no dividendo atual.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$6 x^{10}$

$6 x^{9}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

$6 x^{12}$

$6 x^{11}$

$0 x^{10}$

$6 x^{11}$

$6 x^{10}$

$0 x^{9}$

$6 x^{10}$

$6 x^{9}$

$0 x^{8}$

Etapa 1.117

Divida o termo de ordem mais alta no dividendo $- 6 x^{9}$ pelo termo de ordem mais alta no divisor $x$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$6 x^{10}$

$6 x^{9}$

$6 x^{8}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

$6 x^{12}$

$6 x^{11}$

$0 x^{10}$

$6 x^{11}$

$6 x^{10}$

$0 x^{9}$

$6 x^{10}$

$6 x^{9}$

$0 x^{8}$

Etapa 1.118

Multiplique o novo termo do quociente pelo divisor.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$6 x^{10}$

$6 x^{9}$

$6 x^{8}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

$6 x^{12}$

$6 x^{11}$

$0 x^{10}$

$6 x^{11}$

$6 x^{10}$

$0 x^{9}$

$6 x^{10}$

$6 x^{9}$

$0 x^{8}$

$6 x^{9}$

$6 x^{8}$

Etapa 1.119

A expressão precisa ser subtraída do dividendo. Portanto, altere todos os sinais em $- 6 x^{9} - 6 x^{8}$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$6 x^{10}$

$6 x^{9}$

$6 x^{8}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

$6 x^{12}$

$6 x^{11}$

$0 x^{10}$

$6 x^{11}$

$6 x^{10}$

$0 x^{9}$

$6 x^{10}$

$6 x^{9}$

$0 x^{8}$

$6 x^{9}$

$6 x^{8}$

Etapa 1.120

Depois de alterar os sinais, some o último dividendo do polinômio multiplicado para encontrar o novo dividendo.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$6 x^{10}$

$6 x^{9}$

$6 x^{8}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

$6 x^{12}$

$6 x^{11}$

$0 x^{10}$

$6 x^{11}$

$6 x^{10}$

$0 x^{9}$

$6 x^{10}$

$6 x^{9}$

$0 x^{8}$

$6 x^{9}$

$6 x^{8}$

Etapa 1.121

Tire os próximos termos do dividendo original e os coloque no dividendo atual.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$6 x^{10}$

$6 x^{9}$

$6 x^{8}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

$6 x^{12}$

$6 x^{11}$

$0 x^{10}$

$6 x^{11}$

$6 x^{10}$

$0 x^{9}$

$6 x^{10}$

$6 x^{9}$

$0 x^{8}$

$6 x^{9}$

$6 x^{8}$

$0 x^{7}$

Etapa 1.122

Divida o termo de ordem mais alta no dividendo $6 x^{8}$ pelo termo de ordem mais alta no divisor $x$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$6 x^{10}$

$6 x^{9}$

$6 x^{8}$

$6 x^{7}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

$6 x^{12}$

$6 x^{11}$

$0 x^{10}$

$6 x^{11}$

$6 x^{10}$

$0 x^{9}$

$6 x^{10}$

$6 x^{9}$

$0 x^{8}$

$6 x^{9}$

$6 x^{8}$

$0 x^{7}$

Etapa 1.123

Multiplique o novo termo do quociente pelo divisor.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$6 x^{10}$

$6 x^{9}$

$6 x^{8}$

$6 x^{7}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

$6 x^{12}$

$6 x^{11}$

$0 x^{10}$

$6 x^{11}$

$6 x^{10}$

$0 x^{9}$

$6 x^{10}$

$6 x^{9}$

$0 x^{8}$

$6 x^{9}$

$6 x^{8}$

$0 x^{7}$

$6 x^{8}$

$6 x^{7}$

Etapa 1.124

A expressão precisa ser subtraída do dividendo. Portanto, altere todos os sinais em $6 x^{8} + 6 x^{7}$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$6 x^{10}$

$6 x^{9}$

$6 x^{8}$

$6 x^{7}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

$6 x^{12}$

$6 x^{11}$

$0 x^{10}$

$6 x^{11}$

$6 x^{10}$

$0 x^{9}$

$6 x^{10}$

$6 x^{9}$

$0 x^{8}$

$6 x^{9}$

$6 x^{8}$

$0 x^{7}$

$6 x^{8}$

$6 x^{7}$

Etapa 1.125

Depois de alterar os sinais, some o último dividendo do polinômio multiplicado para encontrar o novo dividendo.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$6 x^{10}$

$6 x^{9}$

$6 x^{8}$

$6 x^{7}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

$6 x^{12}$

$6 x^{11}$

$0 x^{10}$

$6 x^{11}$

$6 x^{10}$

$0 x^{9}$

$6 x^{10}$

$6 x^{9}$

$0 x^{8}$

$6 x^{9}$

$6 x^{8}$

$0 x^{7}$

$6 x^{8}$

$6 x^{7}$

Etapa 1.126

Tire os próximos termos do dividendo original e os coloque no dividendo atual.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$6 x^{10}$

$6 x^{9}$

$6 x^{8}$

$6 x^{7}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

$6 x^{12}$

$6 x^{11}$

$0 x^{10}$

$6 x^{11}$

$6 x^{10}$

$0 x^{9}$

$6 x^{10}$

$6 x^{9}$

$0 x^{8}$

$6 x^{9}$

$6 x^{8}$

$0 x^{7}$

$6 x^{8}$

$6 x^{7}$

$0 x^{6}$

Etapa 1.127

Divida o termo de ordem mais alta no dividendo $- 6 x^{7}$ pelo termo de ordem mais alta no divisor $x$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$6 x^{10}$

$6 x^{9}$

$6 x^{8}$

$6 x^{7}$

$6 x^{6}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

$6 x^{12}$

$6 x^{11}$

$0 x^{10}$

$6 x^{11}$

$6 x^{10}$

$0 x^{9}$

$6 x^{10}$

$6 x^{9}$

$0 x^{8}$

$6 x^{9}$

$6 x^{8}$

$0 x^{7}$

$6 x^{8}$

$6 x^{7}$

$0 x^{6}$

Etapa 1.128

Multiplique o novo termo do quociente pelo divisor.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$6 x^{10}$

$6 x^{9}$

$6 x^{8}$

$6 x^{7}$

$6 x^{6}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

$6 x^{12}$

$6 x^{11}$

$0 x^{10}$

$6 x^{11}$

$6 x^{10}$

$0 x^{9}$

$6 x^{10}$

$6 x^{9}$

$0 x^{8}$

$6 x^{9}$

$6 x^{8}$

$0 x^{7}$

$6 x^{8}$

$6 x^{7}$

$0 x^{6}$

$6 x^{7}$

$6 x^{6}$

Etapa 1.129

A expressão precisa ser subtraída do dividendo. Portanto, altere todos os sinais em $- 6 x^{7} - 6 x^{6}$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$6 x^{10}$

$6 x^{9}$

$6 x^{8}$

$6 x^{7}$

$6 x^{6}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

$6 x^{12}$

$6 x^{11}$

$0 x^{10}$

$6 x^{11}$

$6 x^{10}$

$0 x^{9}$

$6 x^{10}$

$6 x^{9}$

$0 x^{8}$

$6 x^{9}$

$6 x^{8}$

$0 x^{7}$

$6 x^{8}$

$6 x^{7}$

$0 x^{6}$

$6 x^{7}$

$6 x^{6}$

Etapa 1.130

Depois de alterar os sinais, some o último dividendo do polinômio multiplicado para encontrar o novo dividendo.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$6 x^{10}$

$6 x^{9}$

$6 x^{8}$

$6 x^{7}$

$6 x^{6}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

$6 x^{12}$

$6 x^{11}$

$0 x^{10}$

$6 x^{11}$

$6 x^{10}$

$0 x^{9}$

$6 x^{10}$

$6 x^{9}$

$0 x^{8}$

$6 x^{9}$

$6 x^{8}$

$0 x^{7}$

$6 x^{8}$

$6 x^{7}$

$0 x^{6}$

$6 x^{7}$

$6 x^{6}$

Etapa 1.131

Tire os próximos termos do dividendo original e os coloque no dividendo atual.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$6 x^{10}$

$6 x^{9}$

$6 x^{8}$

$6 x^{7}$

$6 x^{6}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

$6 x^{12}$

$6 x^{11}$

$0 x^{10}$

$6 x^{11}$

$6 x^{10}$

$0 x^{9}$

$6 x^{10}$

$6 x^{9}$

$0 x^{8}$

$6 x^{9}$

$6 x^{8}$

$0 x^{7}$

$6 x^{8}$

$6 x^{7}$

$0 x^{6}$

$6 x^{7}$

$6 x^{6}$

$0 x^{5}$

Etapa 1.132

Divida o termo de ordem mais alta no dividendo $6 x^{6}$ pelo termo de ordem mais alta no divisor $x$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$6 x^{10}$

$6 x^{9}$

$6 x^{8}$

$6 x^{7}$

$6 x^{6}$

$6 x^{5}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

$6 x^{12}$

$6 x^{11}$

$0 x^{10}$

$6 x^{11}$

$6 x^{10}$

$0 x^{9}$

$6 x^{10}$

$6 x^{9}$

$0 x^{8}$

$6 x^{9}$

$6 x^{8}$

$0 x^{7}$

$6 x^{8}$

$6 x^{7}$

$0 x^{6}$

$6 x^{7}$

$6 x^{6}$

$0 x^{5}$

Etapa 1.133

Multiplique o novo termo do quociente pelo divisor.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$6 x^{10}$

$6 x^{9}$

$6 x^{8}$

$6 x^{7}$

$6 x^{6}$

$6 x^{5}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

$6 x^{12}$

$6 x^{11}$

$0 x^{10}$

$6 x^{11}$

$6 x^{10}$

$0 x^{9}$

$6 x^{10}$

$6 x^{9}$

$0 x^{8}$

$6 x^{9}$

$6 x^{8}$

$0 x^{7}$

$6 x^{8}$

$6 x^{7}$

$0 x^{6}$

$6 x^{7}$

$6 x^{6}$

$0 x^{5}$

$6 x^{6}$

$6 x^{5}$

Etapa 1.134

A expressão precisa ser subtraída do dividendo. Portanto, altere todos os sinais em $6 x^{6} + 6 x^{5}$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$6 x^{10}$

$6 x^{9}$

$6 x^{8}$

$6 x^{7}$

$6 x^{6}$

$6 x^{5}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

$6 x^{12}$

$6 x^{11}$

$0 x^{10}$

$6 x^{11}$

$6 x^{10}$

$0 x^{9}$

$6 x^{10}$

$6 x^{9}$

$0 x^{8}$

$6 x^{9}$

$6 x^{8}$

$0 x^{7}$

$6 x^{8}$

$6 x^{7}$

$0 x^{6}$

$6 x^{7}$

$6 x^{6}$

$0 x^{5}$

$6 x^{6}$

$6 x^{5}$

Etapa 1.135

Depois de alterar os sinais, some o último dividendo do polinômio multiplicado para encontrar o novo dividendo.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$6 x^{10}$

$6 x^{9}$

$6 x^{8}$

$6 x^{7}$

$6 x^{6}$

$6 x^{5}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

$6 x^{12}$

$6 x^{11}$

$0 x^{10}$

$6 x^{11}$

$6 x^{10}$

$0 x^{9}$

$6 x^{10}$

$6 x^{9}$

$0 x^{8}$

$6 x^{9}$

$6 x^{8}$

$0 x^{7}$

$6 x^{8}$

$6 x^{7}$

$0 x^{6}$

$6 x^{7}$

$6 x^{6}$

$0 x^{5}$

$6 x^{6}$

$6 x^{5}$

Etapa 1.136

Tire os próximos termos do dividendo original e os coloque no dividendo atual.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$6 x^{10}$

$6 x^{9}$

$6 x^{8}$

$6 x^{7}$

$6 x^{6}$

$6 x^{5}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

$6 x^{12}$

$6 x^{11}$

$0 x^{10}$

$6 x^{11}$

$6 x^{10}$

$0 x^{9}$

$6 x^{10}$

$6 x^{9}$

$0 x^{8}$

$6 x^{9}$

$6 x^{8}$

$0 x^{7}$

$6 x^{8}$

$6 x^{7}$

$0 x^{6}$

$6 x^{7}$

$6 x^{6}$

$0 x^{5}$

$6 x^{6}$

$6 x^{5}$

$0 x^{4}$

Etapa 1.137

Divida o termo de ordem mais alta no dividendo $- 6 x^{5}$ pelo termo de ordem mais alta no divisor $x$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$6 x^{10}$

$6 x^{9}$

$6 x^{8}$

$6 x^{7}$

$6 x^{6}$

$6 x^{5}$

$6 x^{4}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

$6 x^{12}$

$6 x^{11}$

$0 x^{10}$

$6 x^{11}$

$6 x^{10}$

$0 x^{9}$

$6 x^{10}$

$6 x^{9}$

$0 x^{8}$

$6 x^{9}$

$6 x^{8}$

$0 x^{7}$

$6 x^{8}$

$6 x^{7}$

$0 x^{6}$

$6 x^{7}$

$6 x^{6}$

$0 x^{5}$

$6 x^{6}$

$6 x^{5}$

$0 x^{4}$

Etapa 1.138

Multiplique o novo termo do quociente pelo divisor.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$6 x^{10}$

$6 x^{9}$

$6 x^{8}$

$6 x^{7}$

$6 x^{6}$

$6 x^{5}$

$6 x^{4}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

$6 x^{12}$

$6 x^{11}$

$0 x^{10}$

$6 x^{11}$

$6 x^{10}$

$0 x^{9}$

$6 x^{10}$

$6 x^{9}$

$0 x^{8}$

$6 x^{9}$

$6 x^{8}$

$0 x^{7}$

$6 x^{8}$

$6 x^{7}$

$0 x^{6}$

$6 x^{7}$

$6 x^{6}$

$0 x^{5}$

$6 x^{6}$

$6 x^{5}$

$0 x^{4}$

$6 x^{5}$

$6 x^{4}$

Etapa 1.139

A expressão precisa ser subtraída do dividendo. Portanto, altere todos os sinais em $- 6 x^{5} - 6 x^{4}$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$6 x^{10}$

$6 x^{9}$

$6 x^{8}$

$6 x^{7}$

$6 x^{6}$

$6 x^{5}$

$6 x^{4}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

$6 x^{12}$

$6 x^{11}$

$0 x^{10}$

$6 x^{11}$

$6 x^{10}$

$0 x^{9}$

$6 x^{10}$

$6 x^{9}$

$0 x^{8}$

$6 x^{9}$

$6 x^{8}$

$0 x^{7}$

$6 x^{8}$

$6 x^{7}$

$0 x^{6}$

$6 x^{7}$

$6 x^{6}$

$0 x^{5}$

$6 x^{6}$

$6 x^{5}$

$0 x^{4}$

$6 x^{5}$

$6 x^{4}$

Etapa 1.140

Depois de alterar os sinais, some o último dividendo do polinômio multiplicado para encontrar o novo dividendo.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$6 x^{10}$

$6 x^{9}$

$6 x^{8}$

$6 x^{7}$

$6 x^{6}$

$6 x^{5}$

$6 x^{4}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

$6 x^{12}$

$6 x^{11}$

$0 x^{10}$

$6 x^{11}$

$6 x^{10}$

$0 x^{9}$

$6 x^{10}$

$6 x^{9}$

$0 x^{8}$

$6 x^{9}$

$6 x^{8}$

$0 x^{7}$

$6 x^{8}$

$6 x^{7}$

$0 x^{6}$

$6 x^{7}$

$6 x^{6}$

$0 x^{5}$

$6 x^{6}$

$6 x^{5}$

$0 x^{4}$

$6 x^{5}$

$6 x^{4}$

Etapa 1.141

Tire os próximos termos do dividendo original e os coloque no dividendo atual.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$6 x^{10}$

$6 x^{9}$

$6 x^{8}$

$6 x^{7}$

$6 x^{6}$

$6 x^{5}$

$6 x^{4}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

$6 x^{12}$

$6 x^{11}$

$0 x^{10}$

$6 x^{11}$

$6 x^{10}$

$0 x^{9}$

$6 x^{10}$

$6 x^{9}$

$0 x^{8}$

$6 x^{9}$

$6 x^{8}$

$0 x^{7}$

$6 x^{8}$

$6 x^{7}$

$0 x^{6}$

$6 x^{7}$

$6 x^{6}$

$0 x^{5}$

$6 x^{6}$

$6 x^{5}$

$0 x^{4}$

$6 x^{5}$

$6 x^{4}$

$0 x^{3}$

Etapa 1.142

Divida o termo de ordem mais alta no dividendo $6 x^{4}$ pelo termo de ordem mais alta no divisor $x$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$6 x^{10}$

$6 x^{9}$

$6 x^{8}$

$6 x^{7}$

$6 x^{6}$

$6 x^{5}$

$6 x^{4}$

$6 x^{3}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

$6 x^{12}$

$6 x^{11}$

$0 x^{10}$

$6 x^{11}$

$6 x^{10}$

$0 x^{9}$

$6 x^{10}$

$6 x^{9}$

$0 x^{8}$

$6 x^{9}$

$6 x^{8}$

$0 x^{7}$

$6 x^{8}$

$6 x^{7}$

$0 x^{6}$

$6 x^{7}$

$6 x^{6}$

$0 x^{5}$

$6 x^{6}$

$6 x^{5}$

$0 x^{4}$

$6 x^{5}$

$6 x^{4}$

$0 x^{3}$

Etapa 1.143

Multiplique o novo termo do quociente pelo divisor.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$6 x^{10}$

$6 x^{9}$

$6 x^{8}$

$6 x^{7}$

$6 x^{6}$

$6 x^{5}$

$6 x^{4}$

$6 x^{3}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

$6 x^{12}$

$6 x^{11}$

$0 x^{10}$

$6 x^{11}$

$6 x^{10}$

$0 x^{9}$

$6 x^{10}$

$6 x^{9}$

$0 x^{8}$

$6 x^{9}$

$6 x^{8}$

$0 x^{7}$

$6 x^{8}$

$6 x^{7}$

$0 x^{6}$

$6 x^{7}$

$6 x^{6}$

$0 x^{5}$

$6 x^{6}$

$6 x^{5}$

$0 x^{4}$

$6 x^{5}$

$6 x^{4}$

$0 x^{3}$

$6 x^{4}$

$6 x^{3}$

Etapa 1.144

A expressão precisa ser subtraída do dividendo. Portanto, altere todos os sinais em $6 x^{4} + 6 x^{3}$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$6 x^{10}$

$6 x^{9}$

$6 x^{8}$

$6 x^{7}$

$6 x^{6}$

$6 x^{5}$

$6 x^{4}$

$6 x^{3}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

$6 x^{12}$

$6 x^{11}$

$0 x^{10}$

$6 x^{11}$

$6 x^{10}$

$0 x^{9}$

$6 x^{10}$

$6 x^{9}$

$0 x^{8}$

$6 x^{9}$

$6 x^{8}$

$0 x^{7}$

$6 x^{8}$

$6 x^{7}$

$0 x^{6}$

$6 x^{7}$

$6 x^{6}$

$0 x^{5}$

$6 x^{6}$

$6 x^{5}$

$0 x^{4}$

$6 x^{5}$

$6 x^{4}$

$0 x^{3}$

$6 x^{4}$

$6 x^{3}$

Etapa 1.145

Depois de alterar os sinais, some o último dividendo do polinômio multiplicado para encontrar o novo dividendo.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$6 x^{10}$

$6 x^{9}$

$6 x^{8}$

$6 x^{7}$

$6 x^{6}$

$6 x^{5}$

$6 x^{4}$

$6 x^{3}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

$6 x^{12}$

$6 x^{11}$

$0 x^{10}$

$6 x^{11}$

$6 x^{10}$

$0 x^{9}$

$6 x^{10}$

$6 x^{9}$

$0 x^{8}$

$6 x^{9}$

$6 x^{8}$

$0 x^{7}$

$6 x^{8}$

$6 x^{7}$

$0 x^{6}$

$6 x^{7}$

$6 x^{6}$

$0 x^{5}$

$6 x^{6}$

$6 x^{5}$

$0 x^{4}$

$6 x^{5}$

$6 x^{4}$

$0 x^{3}$

$6 x^{4}$

$6 x^{3}$

Etapa 1.146

Tire os próximos termos do dividendo original e os coloque no dividendo atual.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$6 x^{10}$

$6 x^{9}$

$6 x^{8}$

$6 x^{7}$

$6 x^{6}$

$6 x^{5}$

$6 x^{4}$

$6 x^{3}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

$6 x^{12}$

$6 x^{11}$

$0 x^{10}$

$6 x^{11}$

$6 x^{10}$

$0 x^{9}$

$6 x^{10}$

$6 x^{9}$

$0 x^{8}$

$6 x^{9}$

$6 x^{8}$

$0 x^{7}$

$6 x^{8}$

$6 x^{7}$

$0 x^{6}$

$6 x^{7}$

$6 x^{6}$

$0 x^{5}$

$6 x^{6}$

$6 x^{5}$

$0 x^{4}$

$6 x^{5}$

$6 x^{4}$

$0 x^{3}$

$6 x^{4}$

$6 x^{3}$

$0 x^{2}$

Etapa 1.147

Divida o termo de ordem mais alta no dividendo $- 6 x^{3}$ pelo termo de ordem mais alta no divisor $x$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$6 x^{10}$

$6 x^{9}$

$6 x^{8}$

$6 x^{7}$

$6 x^{6}$

$6 x^{5}$

$6 x^{4}$

$6 x^{3}$

$6 x^{2}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

$6 x^{12}$

$6 x^{11}$

$0 x^{10}$

$6 x^{11}$

$6 x^{10}$

$0 x^{9}$

$6 x^{10}$

$6 x^{9}$

$0 x^{8}$

$6 x^{9}$

$6 x^{8}$

$0 x^{7}$

$6 x^{8}$

$6 x^{7}$

$0 x^{6}$

$6 x^{7}$

$6 x^{6}$

$0 x^{5}$

$6 x^{6}$

$6 x^{5}$

$0 x^{4}$

$6 x^{5}$

$6 x^{4}$

$0 x^{3}$

$6 x^{4}$

$6 x^{3}$

$0 x^{2}$

Etapa 1.148

Multiplique o novo termo do quociente pelo divisor.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$6 x^{10}$

$6 x^{9}$

$6 x^{8}$

$6 x^{7}$

$6 x^{6}$

$6 x^{5}$

$6 x^{4}$

$6 x^{3}$

$6 x^{2}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

$6 x^{12}$

$6 x^{11}$

$0 x^{10}$

$6 x^{11}$

$6 x^{10}$

$0 x^{9}$

$6 x^{10}$

$6 x^{9}$

$0 x^{8}$

$6 x^{9}$

$6 x^{8}$

$0 x^{7}$

$6 x^{8}$

$6 x^{7}$

$0 x^{6}$

$6 x^{7}$

$6 x^{6}$

$0 x^{5}$

$6 x^{6}$

$6 x^{5}$

$0 x^{4}$

$6 x^{5}$

$6 x^{4}$

$0 x^{3}$

$6 x^{4}$

$6 x^{3}$

$0 x^{2}$

$6 x^{3}$

$6 x^{2}$

Etapa 1.149

A expressão precisa ser subtraída do dividendo. Portanto, altere todos os sinais em $- 6 x^{3} - 6 x^{2}$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$6 x^{10}$

$6 x^{9}$

$6 x^{8}$

$6 x^{7}$

$6 x^{6}$

$6 x^{5}$

$6 x^{4}$

$6 x^{3}$

$6 x^{2}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

$6 x^{12}$

$6 x^{11}$

$0 x^{10}$

$6 x^{11}$

$6 x^{10}$

$0 x^{9}$

$6 x^{10}$

$6 x^{9}$

$0 x^{8}$

$6 x^{9}$

$6 x^{8}$

$0 x^{7}$

$6 x^{8}$

$6 x^{7}$

$0 x^{6}$

$6 x^{7}$

$6 x^{6}$

$0 x^{5}$

$6 x^{6}$

$6 x^{5}$

$0 x^{4}$

$6 x^{5}$

$6 x^{4}$

$0 x^{3}$

$6 x^{4}$

$6 x^{3}$

$0 x^{2}$

$6 x^{3}$

$6 x^{2}$

Etapa 1.150

Depois de alterar os sinais, some o último dividendo do polinômio multiplicado para encontrar o novo dividendo.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$6 x^{10}$

$6 x^{9}$

$6 x^{8}$

$6 x^{7}$

$6 x^{6}$

$6 x^{5}$

$6 x^{4}$

$6 x^{3}$

$6 x^{2}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

$6 x^{12}$

$6 x^{11}$

$0 x^{10}$

$6 x^{11}$

$6 x^{10}$

$0 x^{9}$

$6 x^{10}$

$6 x^{9}$

$0 x^{8}$

$6 x^{9}$

$6 x^{8}$

$0 x^{7}$

$6 x^{8}$

$6 x^{7}$

$0 x^{6}$

$6 x^{7}$

$6 x^{6}$

$0 x^{5}$

$6 x^{6}$

$6 x^{5}$

$0 x^{4}$

$6 x^{5}$

$6 x^{4}$

$0 x^{3}$

$6 x^{4}$

$6 x^{3}$

$0 x^{2}$

$6 x^{3}$

$6 x^{2}$

Etapa 1.151

Tire os próximos termos do dividendo original e os coloque no dividendo atual.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$6 x^{10}$

$6 x^{9}$

$6 x^{8}$

$6 x^{7}$

$6 x^{6}$

$6 x^{5}$

$6 x^{4}$

$6 x^{3}$

$6 x^{2}$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

$6 x^{12}$

$6 x^{11}$

$0 x^{10}$

$6 x^{11}$

$6 x^{10}$

$0 x^{9}$

$6 x^{10}$

$6 x^{9}$

$0 x^{8}$

$6 x^{9}$

$6 x^{8}$

$0 x^{7}$

$6 x^{8}$

$6 x^{7}$

$0 x^{6}$

$6 x^{7}$

$6 x^{6}$

$0 x^{5}$

$6 x^{6}$

$6 x^{5}$

$0 x^{4}$

$6 x^{5}$

$6 x^{4}$

$0 x^{3}$

$6 x^{4}$

$6 x^{3}$

$0 x^{2}$

$6 x^{3}$

$6 x^{2}$

$0 x$

Etapa 1.152

Divida o termo de ordem mais alta no dividendo $6 x^{2}$ pelo termo de ordem mais alta no divisor $x$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$6 x^{10}$

$6 x^{9}$

$6 x^{8}$

$6 x^{7}$

$6 x^{6}$

$6 x^{5}$

$6 x^{4}$

$6 x^{3}$

$6 x^{2}$

$6 x$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

$6 x^{12}$

$6 x^{11}$

$0 x^{10}$

$6 x^{11}$

$6 x^{10}$

$0 x^{9}$

$6 x^{10}$

$6 x^{9}$

$0 x^{8}$

$6 x^{9}$

$6 x^{8}$

$0 x^{7}$

$6 x^{8}$

$6 x^{7}$

$0 x^{6}$

$6 x^{7}$

$6 x^{6}$

$0 x^{5}$

$6 x^{6}$

$6 x^{5}$

$0 x^{4}$

$6 x^{5}$

$6 x^{4}$

$0 x^{3}$

$6 x^{4}$

$6 x^{3}$

$0 x^{2}$

$6 x^{3}$

$6 x^{2}$

$0 x$

Etapa 1.153

Multiplique o novo termo do quociente pelo divisor.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$6 x^{10}$

$6 x^{9}$

$6 x^{8}$

$6 x^{7}$

$6 x^{6}$

$6 x^{5}$

$6 x^{4}$

$6 x^{3}$

$6 x^{2}$

$6 x$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

$6 x^{12}$

$6 x^{11}$

$0 x^{10}$

$6 x^{11}$

$6 x^{10}$

$0 x^{9}$

$6 x^{10}$

$6 x^{9}$

$0 x^{8}$

$6 x^{9}$

$6 x^{8}$

$0 x^{7}$

$6 x^{8}$

$6 x^{7}$

$0 x^{6}$

$6 x^{7}$

$6 x^{6}$

$0 x^{5}$

$6 x^{6}$

$6 x^{5}$

$0 x^{4}$

$6 x^{5}$

$6 x^{4}$

$0 x^{3}$

$6 x^{4}$

$6 x^{3}$

$0 x^{2}$

$6 x^{3}$

$6 x^{2}$

$0 x$

$6 x^{2}$

$6 x$

Etapa 1.154

A expressão precisa ser subtraída do dividendo. Portanto, altere todos os sinais em $6 x^{2} + 6 x$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$6 x^{10}$

$6 x^{9}$

$6 x^{8}$

$6 x^{7}$

$6 x^{6}$

$6 x^{5}$

$6 x^{4}$

$6 x^{3}$

$6 x^{2}$

$6 x$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

$6 x^{12}$

$6 x^{11}$

$0 x^{10}$

$6 x^{11}$

$6 x^{10}$

$0 x^{9}$

$6 x^{10}$

$6 x^{9}$

$0 x^{8}$

$6 x^{9}$

$6 x^{8}$

$0 x^{7}$

$6 x^{8}$

$6 x^{7}$

$0 x^{6}$

$6 x^{7}$

$6 x^{6}$

$0 x^{5}$

$6 x^{6}$

$6 x^{5}$

$0 x^{4}$

$6 x^{5}$

$6 x^{4}$

$0 x^{3}$

$6 x^{4}$

$6 x^{3}$

$0 x^{2}$

$6 x^{3}$

$6 x^{2}$

$0 x$

$6 x^{2}$

$6 x$

Etapa 1.155

Depois de alterar os sinais, some o último dividendo do polinômio multiplicado para encontrar o novo dividendo.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$6 x^{10}$

$6 x^{9}$

$6 x^{8}$

$6 x^{7}$

$6 x^{6}$

$6 x^{5}$

$6 x^{4}$

$6 x^{3}$

$6 x^{2}$

$6 x$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

$6 x^{12}$

$6 x^{11}$

$0 x^{10}$

$6 x^{11}$

$6 x^{10}$

$0 x^{9}$

$6 x^{10}$

$6 x^{9}$

$0 x^{8}$

$6 x^{9}$

$6 x^{8}$

$0 x^{7}$

$6 x^{8}$

$6 x^{7}$

$0 x^{6}$

$6 x^{7}$

$6 x^{6}$

$0 x^{5}$

$6 x^{6}$

$6 x^{5}$

$0 x^{4}$

$6 x^{5}$

$6 x^{4}$

$0 x^{3}$

$6 x^{4}$

$6 x^{3}$

$0 x^{2}$

$6 x^{3}$

$6 x^{2}$

$0 x$

$6 x^{2}$

$6 x$

Etapa 1.156

Tire os próximos termos do dividendo original e os coloque no dividendo atual.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$6 x^{10}$

$6 x^{9}$

$6 x^{8}$

$6 x^{7}$

$6 x^{6}$

$6 x^{5}$

$6 x^{4}$

$6 x^{3}$

$6 x^{2}$

$6 x$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

$6 x^{12}$

$6 x^{11}$

$0 x^{10}$

$6 x^{11}$

$6 x^{10}$

$0 x^{9}$

$6 x^{10}$

$6 x^{9}$

$0 x^{8}$

$6 x^{9}$

$6 x^{8}$

$0 x^{7}$

$6 x^{8}$

$6 x^{7}$

$0 x^{6}$

$6 x^{7}$

$6 x^{6}$

$0 x^{5}$

$6 x^{6}$

$6 x^{5}$

$0 x^{4}$

$6 x^{5}$

$6 x^{4}$

$0 x^{3}$

$6 x^{4}$

$6 x^{3}$

$0 x^{2}$

$6 x^{3}$

$6 x^{2}$

$0 x$

$6 x^{2}$

$6 x$

$12$

Etapa 1.157

Divida o termo de ordem mais alta no dividendo $- 6 x$ pelo termo de ordem mais alta no divisor $x$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$6 x^{10}$

$6 x^{9}$

$6 x^{8}$

$6 x^{7}$

$6 x^{6}$

$6 x^{5}$

$6 x^{4}$

$6 x^{3}$

$6 x^{2}$

$6 x$

$6$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

$6 x^{12}$

$6 x^{11}$

$0 x^{10}$

$6 x^{11}$

$6 x^{10}$

$0 x^{9}$

$6 x^{10}$

$6 x^{9}$

$0 x^{8}$

$6 x^{9}$

$6 x^{8}$

$0 x^{7}$

$6 x^{8}$

$6 x^{7}$

$0 x^{6}$

$6 x^{7}$

$6 x^{6}$

$0 x^{5}$

$6 x^{6}$

$6 x^{5}$

$0 x^{4}$

$6 x^{5}$

$6 x^{4}$

$0 x^{3}$

$6 x^{4}$

$6 x^{3}$

$0 x^{2}$

$6 x^{3}$

$6 x^{2}$

$0 x$

$6 x^{2}$

$6 x$

$12$

Etapa 1.158

Multiplique o novo termo do quociente pelo divisor.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$6 x^{10}$

$6 x^{9}$

$6 x^{8}$

$6 x^{7}$

$6 x^{6}$

$6 x^{5}$

$6 x^{4}$

$6 x^{3}$

$6 x^{2}$

$6 x$

$6$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

$6 x^{12}$

$6 x^{11}$

$0 x^{10}$

$6 x^{11}$

$6 x^{10}$

$0 x^{9}$

$6 x^{10}$

$6 x^{9}$

$0 x^{8}$

$6 x^{9}$

$6 x^{8}$

$0 x^{7}$

$6 x^{8}$

$6 x^{7}$

$0 x^{6}$

$6 x^{7}$

$6 x^{6}$

$0 x^{5}$

$6 x^{6}$

$6 x^{5}$

$0 x^{4}$

$6 x^{5}$

$6 x^{4}$

$0 x^{3}$

$6 x^{4}$

$6 x^{3}$

$0 x^{2}$

$6 x^{3}$

$6 x^{2}$

$0 x$

$6 x^{2}$

$6 x$

$12$

$6 x$

$6$

Etapa 1.159

A expressão precisa ser subtraída do dividendo. Portanto, altere todos os sinais em $- 6 x - 6$ .

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$6 x^{10}$

$6 x^{9}$

$6 x^{8}$

$6 x^{7}$

$6 x^{6}$

$6 x^{5}$

$6 x^{4}$

$6 x^{3}$

$6 x^{2}$

$6 x$

$6$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

$6 x^{12}$

$6 x^{11}$

$0 x^{10}$

$6 x^{11}$

$6 x^{10}$

$0 x^{9}$

$6 x^{10}$

$6 x^{9}$

$0 x^{8}$

$6 x^{9}$

$6 x^{8}$

$0 x^{7}$

$6 x^{8}$

$6 x^{7}$

$0 x^{6}$

$6 x^{7}$

$6 x^{6}$

$0 x^{5}$

$6 x^{6}$

$6 x^{5}$

$0 x^{4}$

$6 x^{5}$

$6 x^{4}$

$0 x^{3}$

$6 x^{4}$

$6 x^{3}$

$0 x^{2}$

$6 x^{3}$

$6 x^{2}$

$0 x$

$6 x^{2}$

$6 x$

$12$

$6 x$

$6$

Etapa 1.160

Depois de alterar os sinais, some o último dividendo do polinômio multiplicado para encontrar o novo dividendo.

$x^{31}$

$x^{30}$

$x^{29}$

$x^{28}$

$x^{27}$

$x^{26}$

$x^{25}$

$x^{24}$

$x^{23}$

$x^{22}$

$x^{21}$

$x^{20}$

$x^{19}$

$x^{18}$

$x^{17}$

$x^{16}$

$x^{15}$

$6 x^{14}$

$6 x^{13}$

$6 x^{12}$

$6 x^{11}$

$6 x^{10}$

$6 x^{9}$

$6 x^{8}$

$6 x^{7}$

$6 x^{6}$

$6 x^{5}$

$6 x^{4}$

$6 x^{3}$

$6 x^{2}$

$6 x$

$6$

$x$

$1$

$x^{32}$

$0 x^{31}$

$0 x^{30}$

$0 x^{29}$

$0 x^{28}$

$0 x^{27}$

$0 x^{26}$

$0 x^{25}$

$0 x^{24}$

$0 x^{23}$

$0 x^{22}$

$0 x^{21}$

$0 x^{20}$

$0 x^{19}$

$0 x^{18}$

$0 x^{17}$

$0 x^{16}$

$5 x^{15}$

$0 x^{14}$

$0 x^{13}$

$0 x^{12}$

$0 x^{11}$

$0 x^{10}$

$0 x^{9}$

$0 x^{8}$

$0 x^{7}$

$0 x^{6}$

$0 x^{5}$

$0 x^{4}$

$0 x^{3}$

$0 x^{2}$

$0 x$

$12$

$x^{32}$

$x^{31}$

$0 x^{30}$

$x^{31}$

$x^{30}$

$0 x^{29}$

$x^{30}$

$x^{29}$

$0 x^{28}$

$x^{29}$

$x^{28}$

$0 x^{27}$

$x^{28}$

$x^{27}$

$0 x^{26}$

$x^{27}$

$x^{26}$

$0 x^{25}$

$x^{26}$

$x^{25}$

$0 x^{24}$

$x^{25}$

$x^{24}$

$0 x^{23}$

$x^{24}$

$x^{23}$

$0 x^{22}$

$x^{23}$

$x^{22}$

$0 x^{21}$

$x^{22}$

$x^{21}$

$0 x^{20}$

$x^{21}$

$x^{20}$

$0 x^{19}$

$x^{20}$

$x^{19}$

$0 x^{18}$

$x^{19}$

$x^{18}$

$0 x^{17}$

$x^{18}$

$x^{17}$

$0 x^{16}$

$x^{17}$

$x^{16}$

$5 x^{15}$

$x^{16}$

$x^{15}$

$6 x^{15}$

$0 x^{14}$

$6 x^{15}$

$6 x^{14}$

$0 x^{13}$

$6 x^{14}$

$6 x^{13}$

$0 x^{12}$

$6 x^{13}$

$6 x^{12}$

$0 x^{11}$

$6 x^{12}$

$6 x^{11}$

$0 x^{10}$

$6 x^{11}$

$6 x^{10}$

$0 x^{9}$

$6 x^{10}$

$6 x^{9}$

$0 x^{8}$

$6 x^{9}$

$6 x^{8}$

$0 x^{7}$

$6 x^{8}$

$6 x^{7}$

$0 x^{6}$

$6 x^{7}$

$6 x^{6}$

$0 x^{5}$

$6 x^{6}$

$6 x^{5}$

$0 x^{4}$

$6 x^{5}$

$6 x^{4}$

$0 x^{3}$

$6 x^{4}$

$6 x^{3}$

$0 x^{2}$

$6 x^{3}$

$6 x^{2}$

$0 x$

$6 x^{2}$

$6 x$

$12$

$6 x$

$6$

$18$

Etapa 1.161

A resposta final é o quociente mais o resto sobre o divisor.

$x^{31} - x^{30} + x^{29} - x^{28} + x^{27} - x^{26} + x^{25} - x^{24} + x^{23} - x^{22} + x^{21} - x^{20} + x^{19} - x^{18} + x^{17} - x^{16} + x^{15} - 6 x^{14} + 6 x^{13} - 6 x^{12} + 6 x^{11} - 6 x^{10} + 6 x^{9} - 6 x^{8} + 6 x^{7} - 6 x^{6} + 6 x^{5} - 6 x^{4} + 6 x^{3} - 6 x^{2} + 6 x - 6 + \frac{18}{x + 1}$

Etapa 2

Como o último termo na expressão resultante é uma fração, o numerador da fração é o resto.

$18$