Álgebra Exemplos

${(3 - 2 x)}^{4} {(7 x + 2)}^{7}$

Etapa 1

Use o teorema binomial.

$(3^{4} + 4 \cdot 3^{3} (- 2 x) + 6 \cdot 3^{2} {(- 2 x)}^{2} + 4 \cdot 3 {(- 2 x)}^{3} + {(- 2 x)}^{4}) {(7 x + 2)}^{7}$

Etapa 2

Simplifique cada termo.

Toque para ver mais passagens...

Etapa 2.1

Eleve $3$ à potência de $4$ .

$(81 + 4 \cdot 3^{3} (- 2 x) + 6 \cdot 3^{2} {(- 2 x)}^{2} + 4 \cdot 3 {(- 2 x)}^{3} + {(- 2 x)}^{4}) {(7 x + 2)}^{7}$

Etapa 2.2

Eleve $3$ à potência de $3$ .

$(81 + 4 \cdot 27 (- 2 x) + 6 \cdot 3^{2} {(- 2 x)}^{2} + 4 \cdot 3 {(- 2 x)}^{3} + {(- 2 x)}^{4}) {(7 x + 2)}^{7}$

Etapa 2.3

Multiplique $4$ por $27$ .

$(81 + 108 (- 2 x) + 6 \cdot 3^{2} {(- 2 x)}^{2} + 4 \cdot 3 {(- 2 x)}^{3} + {(- 2 x)}^{4}) {(7 x + 2)}^{7}$

Etapa 2.4

Multiplique $- 2$ por $108$ .

$(81 - 216 x + 6 \cdot 3^{2} {(- 2 x)}^{2} + 4 \cdot 3 {(- 2 x)}^{3} + {(- 2 x)}^{4}) {(7 x + 2)}^{7}$

Etapa 2.5

Eleve $3$ à potência de $2$ .

$(81 - 216 x + 6 \cdot 9 {(- 2 x)}^{2} + 4 \cdot 3 {(- 2 x)}^{3} + {(- 2 x)}^{4}) {(7 x + 2)}^{7}$

Etapa 2.6

Multiplique $6$ por $9$ .

$(81 - 216 x + 54 {(- 2 x)}^{2} + 4 \cdot 3 {(- 2 x)}^{3} + {(- 2 x)}^{4}) {(7 x + 2)}^{7}$

Etapa 2.7

Aplique a regra do produto a $- 2 x$ .

$(81 - 216 x + 54 ({(- 2)}^{2} x^{2}) + 4 \cdot 3 {(- 2 x)}^{3} + {(- 2 x)}^{4}) {(7 x + 2)}^{7}$

Etapa 2.8

Eleve $- 2$ à potência de $2$ .

$(81 - 216 x + 54 (4 x^{2}) + 4 \cdot 3 {(- 2 x)}^{3} + {(- 2 x)}^{4}) {(7 x + 2)}^{7}$

Etapa 2.9

Multiplique $4$ por $54$ .

$(81 - 216 x + 216 x^{2} + 4 \cdot 3 {(- 2 x)}^{3} + {(- 2 x)}^{4}) {(7 x + 2)}^{7}$

Etapa 2.10

Multiplique $4$ por $3$ .

$(81 - 216 x + 216 x^{2} + 12 {(- 2 x)}^{3} + {(- 2 x)}^{4}) {(7 x + 2)}^{7}$

Etapa 2.11

Aplique a regra do produto a $- 2 x$ .

$(81 - 216 x + 216 x^{2} + 12 ({(- 2)}^{3} x^{3}) + {(- 2 x)}^{4}) {(7 x + 2)}^{7}$

Etapa 2.12

Eleve $- 2$ à potência de $3$ .

$(81 - 216 x + 216 x^{2} + 12 (- 8 x^{3}) + {(- 2 x)}^{4}) {(7 x + 2)}^{7}$

Etapa 2.13

Multiplique $- 8$ por $12$ .

$(81 - 216 x + 216 x^{2} - 96 x^{3} + {(- 2 x)}^{4}) {(7 x + 2)}^{7}$

Etapa 2.14

Aplique a regra do produto a $- 2 x$ .

$(81 - 216 x + 216 x^{2} - 96 x^{3} + {(- 2)}^{4} x^{4}) {(7 x + 2)}^{7}$

Etapa 2.15

Eleve $- 2$ à potência de $4$ .

$(81 - 216 x + 216 x^{2} - 96 x^{3} + 16 x^{4}) {(7 x + 2)}^{7}$

Etapa 3

Use o teorema binomial.

$(81 - 216 x + 216 x^{2} - 96 x^{3} + 16 x^{4}) ({(7 x)}^{7} + 7 {(7 x)}^{6} \cdot 2 + 21 {(7 x)}^{5} \cdot 2^{2} + 35 {(7 x)}^{4} \cdot 2^{3} + 35 {(7 x)}^{3} \cdot 2^{4} + 21 {(7 x)}^{2} \cdot 2^{5} + 7 (7 x) \cdot 2^{6} + 2^{7})$

Etapa 4

Simplifique cada termo.

Toque para ver mais passagens...

Etapa 4.1

Aplique a regra do produto a $7 x$ .

$(81 - 216 x + 216 x^{2} - 96 x^{3} + 16 x^{4}) (7^{7} x^{7} + 7 {(7 x)}^{6} \cdot 2 + 21 {(7 x)}^{5} \cdot 2^{2} + 35 {(7 x)}^{4} \cdot 2^{3} + 35 {(7 x)}^{3} \cdot 2^{4} + 21 {(7 x)}^{2} \cdot 2^{5} + 7 (7 x) \cdot 2^{6} + 2^{7})$

Etapa 4.2

Eleve $7$ à potência de $7$ .

$(81 - 216 x + 216 x^{2} - 96 x^{3} + 16 x^{4}) (823543 x^{7} + 7 {(7 x)}^{6} \cdot 2 + 21 {(7 x)}^{5} \cdot 2^{2} + 35 {(7 x)}^{4} \cdot 2^{3} + 35 {(7 x)}^{3} \cdot 2^{4} + 21 {(7 x)}^{2} \cdot 2^{5} + 7 (7 x) \cdot 2^{6} + 2^{7})$

Etapa 4.3

Aplique a regra do produto a $7 x$ .

$(81 - 216 x + 216 x^{2} - 96 x^{3} + 16 x^{4}) (823543 x^{7} + 7 (7^{6} x^{6}) \cdot 2 + 21 {(7 x)}^{5} \cdot 2^{2} + 35 {(7 x)}^{4} \cdot 2^{3} + 35 {(7 x)}^{3} \cdot 2^{4} + 21 {(7 x)}^{2} \cdot 2^{5} + 7 (7 x) \cdot 2^{6} + 2^{7})$

Etapa 4.4

Multiplique $7$ por $7^{6}$ somando os expoentes.

Toque para ver mais passagens...

Etapa 4.4.1

Mova $7^{6}$ .

$(81 - 216 x + 216 x^{2} - 96 x^{3} + 16 x^{4}) (823543 x^{7} + 7^{6} \cdot 7 x^{6} \cdot 2 + 21 {(7 x)}^{5} \cdot 2^{2} + 35 {(7 x)}^{4} \cdot 2^{3} + 35 {(7 x)}^{3} \cdot 2^{4} + 21 {(7 x)}^{2} \cdot 2^{5} + 7 (7 x) \cdot 2^{6} + 2^{7})$

Etapa 4.4.2

Multiplique $7^{6}$ por $7$ .

Toque para ver mais passagens...

Etapa 4.4.2.1

Eleve $7$ à potência de $1$ .

$(81 - 216 x + 216 x^{2} - 96 x^{3} + 16 x^{4}) (823543 x^{7} + 7^{6} \cdot 7^{1} x^{6} \cdot 2 + 21 {(7 x)}^{5} \cdot 2^{2} + 35 {(7 x)}^{4} \cdot 2^{3} + 35 {(7 x)}^{3} \cdot 2^{4} + 21 {(7 x)}^{2} \cdot 2^{5} + 7 (7 x) \cdot 2^{6} + 2^{7})$

Etapa 4.4.2.2

Use a regra da multiplicação de potências $a^{m} a^{n} = a^{m + n}$ para combinar expoentes.

$(81 - 216 x + 216 x^{2} - 96 x^{3} + 16 x^{4}) (823543 x^{7} + 7^{6 + 1} x^{6} \cdot 2 + 21 {(7 x)}^{5} \cdot 2^{2} + 35 {(7 x)}^{4} \cdot 2^{3} + 35 {(7 x)}^{3} \cdot 2^{4} + 21 {(7 x)}^{2} \cdot 2^{5} + 7 (7 x) \cdot 2^{6} + 2^{7})$

Etapa 4.4.3

Some $6$ e $1$ .

$(81 - 216 x + 216 x^{2} - 96 x^{3} + 16 x^{4}) (823543 x^{7} + 7^{7} x^{6} \cdot 2 + 21 {(7 x)}^{5} \cdot 2^{2} + 35 {(7 x)}^{4} \cdot 2^{3} + 35 {(7 x)}^{3} \cdot 2^{4} + 21 {(7 x)}^{2} \cdot 2^{5} + 7 (7 x) \cdot 2^{6} + 2^{7})$

Etapa 4.5

Eleve $7$ à potência de $7$ .

$(81 - 216 x + 216 x^{2} - 96 x^{3} + 16 x^{4}) (823543 x^{7} + 823543 x^{6} \cdot 2 + 21 {(7 x)}^{5} \cdot 2^{2} + 35 {(7 x)}^{4} \cdot 2^{3} + 35 {(7 x)}^{3} \cdot 2^{4} + 21 {(7 x)}^{2} \cdot 2^{5} + 7 (7 x) \cdot 2^{6} + 2^{7})$

Etapa 4.6

Multiplique $2$ por $823543$ .

$(81 - 216 x + 216 x^{2} - 96 x^{3} + 16 x^{4}) (823543 x^{7} + 1647086 x^{6} + 21 {(7 x)}^{5} \cdot 2^{2} + 35 {(7 x)}^{4} \cdot 2^{3} + 35 {(7 x)}^{3} \cdot 2^{4} + 21 {(7 x)}^{2} \cdot 2^{5} + 7 (7 x) \cdot 2^{6} + 2^{7})$

Etapa 4.7

Aplique a regra do produto a $7 x$ .

$(81 - 216 x + 216 x^{2} - 96 x^{3} + 16 x^{4}) (823543 x^{7} + 1647086 x^{6} + 21 (7^{5} x^{5}) \cdot 2^{2} + 35 {(7 x)}^{4} \cdot 2^{3} + 35 {(7 x)}^{3} \cdot 2^{4} + 21 {(7 x)}^{2} \cdot 2^{5} + 7 (7 x) \cdot 2^{6} + 2^{7})$

Etapa 4.8

Eleve $7$ à potência de $5$ .

$(81 - 216 x + 216 x^{2} - 96 x^{3} + 16 x^{4}) (823543 x^{7} + 1647086 x^{6} + 21 (16807 x^{5}) \cdot 2^{2} + 35 {(7 x)}^{4} \cdot 2^{3} + 35 {(7 x)}^{3} \cdot 2^{4} + 21 {(7 x)}^{2} \cdot 2^{5} + 7 (7 x) \cdot 2^{6} + 2^{7})$

Etapa 4.9

Multiplique $16807$ por $21$ .

$(81 - 216 x + 216 x^{2} - 96 x^{3} + 16 x^{4}) (823543 x^{7} + 1647086 x^{6} + 352947 x^{5} \cdot 2^{2} + 35 {(7 x)}^{4} \cdot 2^{3} + 35 {(7 x)}^{3} \cdot 2^{4} + 21 {(7 x)}^{2} \cdot 2^{5} + 7 (7 x) \cdot 2^{6} + 2^{7})$

Etapa 4.10

Eleve $2$ à potência de $2$ .

$(81 - 216 x + 216 x^{2} - 96 x^{3} + 16 x^{4}) (823543 x^{7} + 1647086 x^{6} + 352947 x^{5} \cdot 4 + 35 {(7 x)}^{4} \cdot 2^{3} + 35 {(7 x)}^{3} \cdot 2^{4} + 21 {(7 x)}^{2} \cdot 2^{5} + 7 (7 x) \cdot 2^{6} + 2^{7})$

Etapa 4.11

Multiplique $4$ por $352947$ .

$(81 - 216 x + 216 x^{2} - 96 x^{3} + 16 x^{4}) (823543 x^{7} + 1647086 x^{6} + 1411788 x^{5} + 35 {(7 x)}^{4} \cdot 2^{3} + 35 {(7 x)}^{3} \cdot 2^{4} + 21 {(7 x)}^{2} \cdot 2^{5} + 7 (7 x) \cdot 2^{6} + 2^{7})$

Etapa 4.12

Aplique a regra do produto a $7 x$ .

$(81 - 216 x + 216 x^{2} - 96 x^{3} + 16 x^{4}) (823543 x^{7} + 1647086 x^{6} + 1411788 x^{5} + 35 (7^{4} x^{4}) \cdot 2^{3} + 35 {(7 x)}^{3} \cdot 2^{4} + 21 {(7 x)}^{2} \cdot 2^{5} + 7 (7 x) \cdot 2^{6} + 2^{7})$

Etapa 4.13

Eleve $7$ à potência de $4$ .

$(81 - 216 x + 216 x^{2} - 96 x^{3} + 16 x^{4}) (823543 x^{7} + 1647086 x^{6} + 1411788 x^{5} + 35 (2401 x^{4}) \cdot 2^{3} + 35 {(7 x)}^{3} \cdot 2^{4} + 21 {(7 x)}^{2} \cdot 2^{5} + 7 (7 x) \cdot 2^{6} + 2^{7})$

Etapa 4.14

Multiplique $2401$ por $35$ .

$(81 - 216 x + 216 x^{2} - 96 x^{3} + 16 x^{4}) (823543 x^{7} + 1647086 x^{6} + 1411788 x^{5} + 84035 x^{4} \cdot 2^{3} + 35 {(7 x)}^{3} \cdot 2^{4} + 21 {(7 x)}^{2} \cdot 2^{5} + 7 (7 x) \cdot 2^{6} + 2^{7})$

Etapa 4.15

Eleve $2$ à potência de $3$ .

$(81 - 216 x + 216 x^{2} - 96 x^{3} + 16 x^{4}) (823543 x^{7} + 1647086 x^{6} + 1411788 x^{5} + 84035 x^{4} \cdot 8 + 35 {(7 x)}^{3} \cdot 2^{4} + 21 {(7 x)}^{2} \cdot 2^{5} + 7 (7 x) \cdot 2^{6} + 2^{7})$

Etapa 4.16

Multiplique $8$ por $84035$ .

$(81 - 216 x + 216 x^{2} - 96 x^{3} + 16 x^{4}) (823543 x^{7} + 1647086 x^{6} + 1411788 x^{5} + 672280 x^{4} + 35 {(7 x)}^{3} \cdot 2^{4} + 21 {(7 x)}^{2} \cdot 2^{5} + 7 (7 x) \cdot 2^{6} + 2^{7})$

Etapa 4.17

Aplique a regra do produto a $7 x$ .

$(81 - 216 x + 216 x^{2} - 96 x^{3} + 16 x^{4}) (823543 x^{7} + 1647086 x^{6} + 1411788 x^{5} + 672280 x^{4} + 35 (7^{3} x^{3}) \cdot 2^{4} + 21 {(7 x)}^{2} \cdot 2^{5} + 7 (7 x) \cdot 2^{6} + 2^{7})$

Etapa 4.18

Eleve $7$ à potência de $3$ .

$(81 - 216 x + 216 x^{2} - 96 x^{3} + 16 x^{4}) (823543 x^{7} + 1647086 x^{6} + 1411788 x^{5} + 672280 x^{4} + 35 (343 x^{3}) \cdot 2^{4} + 21 {(7 x)}^{2} \cdot 2^{5} + 7 (7 x) \cdot 2^{6} + 2^{7})$

Etapa 4.19

Multiplique $343$ por $35$ .

$(81 - 216 x + 216 x^{2} - 96 x^{3} + 16 x^{4}) (823543 x^{7} + 1647086 x^{6} + 1411788 x^{5} + 672280 x^{4} + 12005 x^{3} \cdot 2^{4} + 21 {(7 x)}^{2} \cdot 2^{5} + 7 (7 x) \cdot 2^{6} + 2^{7})$

Etapa 4.20

Eleve $2$ à potência de $4$ .

$(81 - 216 x + 216 x^{2} - 96 x^{3} + 16 x^{4}) (823543 x^{7} + 1647086 x^{6} + 1411788 x^{5} + 672280 x^{4} + 12005 x^{3} \cdot 16 + 21 {(7 x)}^{2} \cdot 2^{5} + 7 (7 x) \cdot 2^{6} + 2^{7})$

Etapa 4.21

Multiplique $16$ por $12005$ .

$(81 - 216 x + 216 x^{2} - 96 x^{3} + 16 x^{4}) (823543 x^{7} + 1647086 x^{6} + 1411788 x^{5} + 672280 x^{4} + 192080 x^{3} + 21 {(7 x)}^{2} \cdot 2^{5} + 7 (7 x) \cdot 2^{6} + 2^{7})$

Etapa 4.22

Aplique a regra do produto a $7 x$ .

$(81 - 216 x + 216 x^{2} - 96 x^{3} + 16 x^{4}) (823543 x^{7} + 1647086 x^{6} + 1411788 x^{5} + 672280 x^{4} + 192080 x^{3} + 21 (7^{2} x^{2}) \cdot 2^{5} + 7 (7 x) \cdot 2^{6} + 2^{7})$

Etapa 4.23

Eleve $7$ à potência de $2$ .

$(81 - 216 x + 216 x^{2} - 96 x^{3} + 16 x^{4}) (823543 x^{7} + 1647086 x^{6} + 1411788 x^{5} + 672280 x^{4} + 192080 x^{3} + 21 (49 x^{2}) \cdot 2^{5} + 7 (7 x) \cdot 2^{6} + 2^{7})$

Etapa 4.24

Multiplique $49$ por $21$ .

$(81 - 216 x + 216 x^{2} - 96 x^{3} + 16 x^{4}) (823543 x^{7} + 1647086 x^{6} + 1411788 x^{5} + 672280 x^{4} + 192080 x^{3} + 1029 x^{2} \cdot 2^{5} + 7 (7 x) \cdot 2^{6} + 2^{7})$

Etapa 4.25

Eleve $2$ à potência de $5$ .

$(81 - 216 x + 216 x^{2} - 96 x^{3} + 16 x^{4}) (823543 x^{7} + 1647086 x^{6} + 1411788 x^{5} + 672280 x^{4} + 192080 x^{3} + 1029 x^{2} \cdot 32 + 7 (7 x) \cdot 2^{6} + 2^{7})$

Etapa 4.26

Multiplique $32$ por $1029$ .

$(81 - 216 x + 216 x^{2} - 96 x^{3} + 16 x^{4}) (823543 x^{7} + 1647086 x^{6} + 1411788 x^{5} + 672280 x^{4} + 192080 x^{3} + 32928 x^{2} + 7 (7 x) \cdot 2^{6} + 2^{7})$

Etapa 4.27

Multiplique $7$ por $7$ .

$(81 - 216 x + 216 x^{2} - 96 x^{3} + 16 x^{4}) (823543 x^{7} + 1647086 x^{6} + 1411788 x^{5} + 672280 x^{4} + 192080 x^{3} + 32928 x^{2} + 49 x \cdot 2^{6} + 2^{7})$

Etapa 4.28

Eleve $2$ à potência de $6$ .

$(81 - 216 x + 216 x^{2} - 96 x^{3} + 16 x^{4}) (823543 x^{7} + 1647086 x^{6} + 1411788 x^{5} + 672280 x^{4} + 192080 x^{3} + 32928 x^{2} + 49 x \cdot 64 + 2^{7})$

Etapa 4.29

Multiplique $64$ por $49$ .

$(81 - 216 x + 216 x^{2} - 96 x^{3} + 16 x^{4}) (823543 x^{7} + 1647086 x^{6} + 1411788 x^{5} + 672280 x^{4} + 192080 x^{3} + 32928 x^{2} + 3136 x + 2^{7})$

Etapa 4.30

Eleve $2$ à potência de $7$ .

$(81 - 216 x + 216 x^{2} - 96 x^{3} + 16 x^{4}) (823543 x^{7} + 1647086 x^{6} + 1411788 x^{5} + 672280 x^{4} + 192080 x^{3} + 32928 x^{2} + 3136 x + 128)$

Etapa 5

Expanda $(81 - 216 x + 216 x^{2} - 96 x^{3} + 16 x^{4}) (823543 x^{7} + 1647086 x^{6} + 1411788 x^{5} + 672280 x^{4} + 192080 x^{3} + 32928 x^{2} + 3136 x + 128)$ multiplicando cada termo na primeira expressão por cada um dos termos na segunda expressão.

$81 (823543 x^{7}) + 81 (1647086 x^{6}) + 81 (1411788 x^{5}) + 81 (672280 x^{4}) + 81 (192080 x^{3}) + 81 (32928 x^{2}) + 81 (3136 x) + 81 \cdot 128 - 216 x (823543 x^{7}) - 216 x (1647086 x^{6}) - 216 x (1411788 x^{5}) - 216 x (672280 x^{4}) - 216 x (192080 x^{3}) - 216 x (32928 x^{2}) - 216 x (3136 x) - 216 x \cdot 128 + 216 x^{2} (823543 x^{7}) + 216 x^{2} (1647086 x^{6}) + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6

Simplifique os termos.

Toque para ver mais passagens...

Etapa 6.1

Simplifique cada termo.

Toque para ver mais passagens...

Etapa 6.1.1

Multiplique $823543$ por $81$ .

$66706983 x^{7} + 81 (1647086 x^{6}) + 81 (1411788 x^{5}) + 81 (672280 x^{4}) + 81 (192080 x^{3}) + 81 (32928 x^{2}) + 81 (3136 x) + 81 \cdot 128 - 216 x (823543 x^{7}) - 216 x (1647086 x^{6}) - 216 x (1411788 x^{5}) - 216 x (672280 x^{4}) - 216 x (192080 x^{3}) - 216 x (32928 x^{2}) - 216 x (3136 x) - 216 x \cdot 128 + 216 x^{2} (823543 x^{7}) + 216 x^{2} (1647086 x^{6}) + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.2

Multiplique $1647086$ por $81$ .

$66706983 x^{7} + 133413966 x^{6} + 81 (1411788 x^{5}) + 81 (672280 x^{4}) + 81 (192080 x^{3}) + 81 (32928 x^{2}) + 81 (3136 x) + 81 \cdot 128 - 216 x (823543 x^{7}) - 216 x (1647086 x^{6}) - 216 x (1411788 x^{5}) - 216 x (672280 x^{4}) - 216 x (192080 x^{3}) - 216 x (32928 x^{2}) - 216 x (3136 x) - 216 x \cdot 128 + 216 x^{2} (823543 x^{7}) + 216 x^{2} (1647086 x^{6}) + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.3

Multiplique $1411788$ por $81$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 81 (672280 x^{4}) + 81 (192080 x^{3}) + 81 (32928 x^{2}) + 81 (3136 x) + 81 \cdot 128 - 216 x (823543 x^{7}) - 216 x (1647086 x^{6}) - 216 x (1411788 x^{5}) - 216 x (672280 x^{4}) - 216 x (192080 x^{3}) - 216 x (32928 x^{2}) - 216 x (3136 x) - 216 x \cdot 128 + 216 x^{2} (823543 x^{7}) + 216 x^{2} (1647086 x^{6}) + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.4

Multiplique $672280$ por $81$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 81 (192080 x^{3}) + 81 (32928 x^{2}) + 81 (3136 x) + 81 \cdot 128 - 216 x (823543 x^{7}) - 216 x (1647086 x^{6}) - 216 x (1411788 x^{5}) - 216 x (672280 x^{4}) - 216 x (192080 x^{3}) - 216 x (32928 x^{2}) - 216 x (3136 x) - 216 x \cdot 128 + 216 x^{2} (823543 x^{7}) + 216 x^{2} (1647086 x^{6}) + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.5

Multiplique $192080$ por $81$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 81 (32928 x^{2}) + 81 (3136 x) + 81 \cdot 128 - 216 x (823543 x^{7}) - 216 x (1647086 x^{6}) - 216 x (1411788 x^{5}) - 216 x (672280 x^{4}) - 216 x (192080 x^{3}) - 216 x (32928 x^{2}) - 216 x (3136 x) - 216 x \cdot 128 + 216 x^{2} (823543 x^{7}) + 216 x^{2} (1647086 x^{6}) + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.6

Multiplique $32928$ por $81$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 81 (3136 x) + 81 \cdot 128 - 216 x (823543 x^{7}) - 216 x (1647086 x^{6}) - 216 x (1411788 x^{5}) - 216 x (672280 x^{4}) - 216 x (192080 x^{3}) - 216 x (32928 x^{2}) - 216 x (3136 x) - 216 x \cdot 128 + 216 x^{2} (823543 x^{7}) + 216 x^{2} (1647086 x^{6}) + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.7

Multiplique $3136$ por $81$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 81 \cdot 128 - 216 x (823543 x^{7}) - 216 x (1647086 x^{6}) - 216 x (1411788 x^{5}) - 216 x (672280 x^{4}) - 216 x (192080 x^{3}) - 216 x (32928 x^{2}) - 216 x (3136 x) - 216 x \cdot 128 + 216 x^{2} (823543 x^{7}) + 216 x^{2} (1647086 x^{6}) + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.8

Multiplique $81$ por $128$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 216 x (823543 x^{7}) - 216 x (1647086 x^{6}) - 216 x (1411788 x^{5}) - 216 x (672280 x^{4}) - 216 x (192080 x^{3}) - 216 x (32928 x^{2}) - 216 x (3136 x) - 216 x \cdot 128 + 216 x^{2} (823543 x^{7}) + 216 x^{2} (1647086 x^{6}) + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.9

Reescreva usando a propriedade comutativa da multiplicação.

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 216 \cdot 823543 x \cdot x^{7} - 216 x (1647086 x^{6}) - 216 x (1411788 x^{5}) - 216 x (672280 x^{4}) - 216 x (192080 x^{3}) - 216 x (32928 x^{2}) - 216 x (3136 x) - 216 x \cdot 128 + 216 x^{2} (823543 x^{7}) + 216 x^{2} (1647086 x^{6}) + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.10

Multiplique $x$ por $x^{7}$ somando os expoentes.

Toque para ver mais passagens...

Etapa 6.1.10.1

Mova $x^{7}$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 216 \cdot 823543 (x^{7} x) - 216 x (1647086 x^{6}) - 216 x (1411788 x^{5}) - 216 x (672280 x^{4}) - 216 x (192080 x^{3}) - 216 x (32928 x^{2}) - 216 x (3136 x) - 216 x \cdot 128 + 216 x^{2} (823543 x^{7}) + 216 x^{2} (1647086 x^{6}) + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.10.2

Multiplique $x^{7}$ por $x$ .

Toque para ver mais passagens...

Etapa 6.1.10.2.1

Eleve $x$ à potência de $1$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 216 \cdot 823543 (x^{7} x^{1}) - 216 x (1647086 x^{6}) - 216 x (1411788 x^{5}) - 216 x (672280 x^{4}) - 216 x (192080 x^{3}) - 216 x (32928 x^{2}) - 216 x (3136 x) - 216 x \cdot 128 + 216 x^{2} (823543 x^{7}) + 216 x^{2} (1647086 x^{6}) + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.10.2.2

Use a regra da multiplicação de potências $a^{m} a^{n} = a^{m + n}$ para combinar expoentes.

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 216 \cdot 823543 x^{7 + 1} - 216 x (1647086 x^{6}) - 216 x (1411788 x^{5}) - 216 x (672280 x^{4}) - 216 x (192080 x^{3}) - 216 x (32928 x^{2}) - 216 x (3136 x) - 216 x \cdot 128 + 216 x^{2} (823543 x^{7}) + 216 x^{2} (1647086 x^{6}) + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.10.3

Some $7$ e $1$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 216 \cdot 823543 x^{8} - 216 x (1647086 x^{6}) - 216 x (1411788 x^{5}) - 216 x (672280 x^{4}) - 216 x (192080 x^{3}) - 216 x (32928 x^{2}) - 216 x (3136 x) - 216 x \cdot 128 + 216 x^{2} (823543 x^{7}) + 216 x^{2} (1647086 x^{6}) + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.11

Multiplique $- 216$ por $823543$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 216 x (1647086 x^{6}) - 216 x (1411788 x^{5}) - 216 x (672280 x^{4}) - 216 x (192080 x^{3}) - 216 x (32928 x^{2}) - 216 x (3136 x) - 216 x \cdot 128 + 216 x^{2} (823543 x^{7}) + 216 x^{2} (1647086 x^{6}) + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.12

Reescreva usando a propriedade comutativa da multiplicação.

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 216 \cdot 1647086 x \cdot x^{6} - 216 x (1411788 x^{5}) - 216 x (672280 x^{4}) - 216 x (192080 x^{3}) - 216 x (32928 x^{2}) - 216 x (3136 x) - 216 x \cdot 128 + 216 x^{2} (823543 x^{7}) + 216 x^{2} (1647086 x^{6}) + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.13

Multiplique $x$ por $x^{6}$ somando os expoentes.

Toque para ver mais passagens...

Etapa 6.1.13.1

Mova $x^{6}$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 216 \cdot 1647086 (x^{6} x) - 216 x (1411788 x^{5}) - 216 x (672280 x^{4}) - 216 x (192080 x^{3}) - 216 x (32928 x^{2}) - 216 x (3136 x) - 216 x \cdot 128 + 216 x^{2} (823543 x^{7}) + 216 x^{2} (1647086 x^{6}) + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.13.2

Multiplique $x^{6}$ por $x$ .

Toque para ver mais passagens...

Etapa 6.1.13.2.1

Eleve $x$ à potência de $1$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 216 \cdot 1647086 (x^{6} x^{1}) - 216 x (1411788 x^{5}) - 216 x (672280 x^{4}) - 216 x (192080 x^{3}) - 216 x (32928 x^{2}) - 216 x (3136 x) - 216 x \cdot 128 + 216 x^{2} (823543 x^{7}) + 216 x^{2} (1647086 x^{6}) + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.13.2.2

Use a regra da multiplicação de potências $a^{m} a^{n} = a^{m + n}$ para combinar expoentes.

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 216 \cdot 1647086 x^{6 + 1} - 216 x (1411788 x^{5}) - 216 x (672280 x^{4}) - 216 x (192080 x^{3}) - 216 x (32928 x^{2}) - 216 x (3136 x) - 216 x \cdot 128 + 216 x^{2} (823543 x^{7}) + 216 x^{2} (1647086 x^{6}) + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.13.3

Some $6$ e $1$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 216 \cdot 1647086 x^{7} - 216 x (1411788 x^{5}) - 216 x (672280 x^{4}) - 216 x (192080 x^{3}) - 216 x (32928 x^{2}) - 216 x (3136 x) - 216 x \cdot 128 + 216 x^{2} (823543 x^{7}) + 216 x^{2} (1647086 x^{6}) + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.14

Multiplique $- 216$ por $1647086$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 216 x (1411788 x^{5}) - 216 x (672280 x^{4}) - 216 x (192080 x^{3}) - 216 x (32928 x^{2}) - 216 x (3136 x) - 216 x \cdot 128 + 216 x^{2} (823543 x^{7}) + 216 x^{2} (1647086 x^{6}) + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.15

Reescreva usando a propriedade comutativa da multiplicação.

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 216 \cdot 1411788 x \cdot x^{5} - 216 x (672280 x^{4}) - 216 x (192080 x^{3}) - 216 x (32928 x^{2}) - 216 x (3136 x) - 216 x \cdot 128 + 216 x^{2} (823543 x^{7}) + 216 x^{2} (1647086 x^{6}) + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.16

Multiplique $x$ por $x^{5}$ somando os expoentes.

Toque para ver mais passagens...

Etapa 6.1.16.1

Mova $x^{5}$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 216 \cdot 1411788 (x^{5} x) - 216 x (672280 x^{4}) - 216 x (192080 x^{3}) - 216 x (32928 x^{2}) - 216 x (3136 x) - 216 x \cdot 128 + 216 x^{2} (823543 x^{7}) + 216 x^{2} (1647086 x^{6}) + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.16.2

Multiplique $x^{5}$ por $x$ .

Toque para ver mais passagens...

Etapa 6.1.16.2.1

Eleve $x$ à potência de $1$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 216 \cdot 1411788 (x^{5} x^{1}) - 216 x (672280 x^{4}) - 216 x (192080 x^{3}) - 216 x (32928 x^{2}) - 216 x (3136 x) - 216 x \cdot 128 + 216 x^{2} (823543 x^{7}) + 216 x^{2} (1647086 x^{6}) + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.16.2.2

Use a regra da multiplicação de potências $a^{m} a^{n} = a^{m + n}$ para combinar expoentes.

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 216 \cdot 1411788 x^{5 + 1} - 216 x (672280 x^{4}) - 216 x (192080 x^{3}) - 216 x (32928 x^{2}) - 216 x (3136 x) - 216 x \cdot 128 + 216 x^{2} (823543 x^{7}) + 216 x^{2} (1647086 x^{6}) + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.16.3

Some $5$ e $1$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 216 \cdot 1411788 x^{6} - 216 x (672280 x^{4}) - 216 x (192080 x^{3}) - 216 x (32928 x^{2}) - 216 x (3136 x) - 216 x \cdot 128 + 216 x^{2} (823543 x^{7}) + 216 x^{2} (1647086 x^{6}) + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.17

Multiplique $- 216$ por $1411788$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 216 x (672280 x^{4}) - 216 x (192080 x^{3}) - 216 x (32928 x^{2}) - 216 x (3136 x) - 216 x \cdot 128 + 216 x^{2} (823543 x^{7}) + 216 x^{2} (1647086 x^{6}) + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.18

Reescreva usando a propriedade comutativa da multiplicação.

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 216 \cdot 672280 x \cdot x^{4} - 216 x (192080 x^{3}) - 216 x (32928 x^{2}) - 216 x (3136 x) - 216 x \cdot 128 + 216 x^{2} (823543 x^{7}) + 216 x^{2} (1647086 x^{6}) + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.19

Multiplique $x$ por $x^{4}$ somando os expoentes.

Toque para ver mais passagens...

Etapa 6.1.19.1

Mova $x^{4}$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 216 \cdot 672280 (x^{4} x) - 216 x (192080 x^{3}) - 216 x (32928 x^{2}) - 216 x (3136 x) - 216 x \cdot 128 + 216 x^{2} (823543 x^{7}) + 216 x^{2} (1647086 x^{6}) + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.19.2

Multiplique $x^{4}$ por $x$ .

Toque para ver mais passagens...

Etapa 6.1.19.2.1

Eleve $x$ à potência de $1$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 216 \cdot 672280 (x^{4} x^{1}) - 216 x (192080 x^{3}) - 216 x (32928 x^{2}) - 216 x (3136 x) - 216 x \cdot 128 + 216 x^{2} (823543 x^{7}) + 216 x^{2} (1647086 x^{6}) + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.19.2.2

Use a regra da multiplicação de potências $a^{m} a^{n} = a^{m + n}$ para combinar expoentes.

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 216 \cdot 672280 x^{4 + 1} - 216 x (192080 x^{3}) - 216 x (32928 x^{2}) - 216 x (3136 x) - 216 x \cdot 128 + 216 x^{2} (823543 x^{7}) + 216 x^{2} (1647086 x^{6}) + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.19.3

Some $4$ e $1$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 216 \cdot 672280 x^{5} - 216 x (192080 x^{3}) - 216 x (32928 x^{2}) - 216 x (3136 x) - 216 x \cdot 128 + 216 x^{2} (823543 x^{7}) + 216 x^{2} (1647086 x^{6}) + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.20

Multiplique $- 216$ por $672280$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 216 x (192080 x^{3}) - 216 x (32928 x^{2}) - 216 x (3136 x) - 216 x \cdot 128 + 216 x^{2} (823543 x^{7}) + 216 x^{2} (1647086 x^{6}) + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.21

Reescreva usando a propriedade comutativa da multiplicação.

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 216 \cdot 192080 x \cdot x^{3} - 216 x (32928 x^{2}) - 216 x (3136 x) - 216 x \cdot 128 + 216 x^{2} (823543 x^{7}) + 216 x^{2} (1647086 x^{6}) + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.22

Multiplique $x$ por $x^{3}$ somando os expoentes.

Toque para ver mais passagens...

Etapa 6.1.22.1

Mova $x^{3}$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 216 \cdot 192080 (x^{3} x) - 216 x (32928 x^{2}) - 216 x (3136 x) - 216 x \cdot 128 + 216 x^{2} (823543 x^{7}) + 216 x^{2} (1647086 x^{6}) + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.22.2

Multiplique $x^{3}$ por $x$ .

Toque para ver mais passagens...

Etapa 6.1.22.2.1

Eleve $x$ à potência de $1$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 216 \cdot 192080 (x^{3} x^{1}) - 216 x (32928 x^{2}) - 216 x (3136 x) - 216 x \cdot 128 + 216 x^{2} (823543 x^{7}) + 216 x^{2} (1647086 x^{6}) + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.22.2.2

Use a regra da multiplicação de potências $a^{m} a^{n} = a^{m + n}$ para combinar expoentes.

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 216 \cdot 192080 x^{3 + 1} - 216 x (32928 x^{2}) - 216 x (3136 x) - 216 x \cdot 128 + 216 x^{2} (823543 x^{7}) + 216 x^{2} (1647086 x^{6}) + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.22.3

Some $3$ e $1$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 216 \cdot 192080 x^{4} - 216 x (32928 x^{2}) - 216 x (3136 x) - 216 x \cdot 128 + 216 x^{2} (823543 x^{7}) + 216 x^{2} (1647086 x^{6}) + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.23

Multiplique $- 216$ por $192080$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 216 x (32928 x^{2}) - 216 x (3136 x) - 216 x \cdot 128 + 216 x^{2} (823543 x^{7}) + 216 x^{2} (1647086 x^{6}) + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.24

Reescreva usando a propriedade comutativa da multiplicação.

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 216 \cdot 32928 x \cdot x^{2} - 216 x (3136 x) - 216 x \cdot 128 + 216 x^{2} (823543 x^{7}) + 216 x^{2} (1647086 x^{6}) + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.25

Multiplique $x$ por $x^{2}$ somando os expoentes.

Toque para ver mais passagens...

Etapa 6.1.25.1

Mova $x^{2}$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 216 \cdot 32928 (x^{2} x) - 216 x (3136 x) - 216 x \cdot 128 + 216 x^{2} (823543 x^{7}) + 216 x^{2} (1647086 x^{6}) + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.25.2

Multiplique $x^{2}$ por $x$ .

Toque para ver mais passagens...

Etapa 6.1.25.2.1

Eleve $x$ à potência de $1$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 216 \cdot 32928 (x^{2} x^{1}) - 216 x (3136 x) - 216 x \cdot 128 + 216 x^{2} (823543 x^{7}) + 216 x^{2} (1647086 x^{6}) + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.25.2.2

Use a regra da multiplicação de potências $a^{m} a^{n} = a^{m + n}$ para combinar expoentes.

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 216 \cdot 32928 x^{2 + 1} - 216 x (3136 x) - 216 x \cdot 128 + 216 x^{2} (823543 x^{7}) + 216 x^{2} (1647086 x^{6}) + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.25.3

Some $2$ e $1$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 216 \cdot 32928 x^{3} - 216 x (3136 x) - 216 x \cdot 128 + 216 x^{2} (823543 x^{7}) + 216 x^{2} (1647086 x^{6}) + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.26

Multiplique $- 216$ por $32928$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 216 x (3136 x) - 216 x \cdot 128 + 216 x^{2} (823543 x^{7}) + 216 x^{2} (1647086 x^{6}) + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.27

Reescreva usando a propriedade comutativa da multiplicação.

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 216 \cdot 3136 x \cdot x - 216 x \cdot 128 + 216 x^{2} (823543 x^{7}) + 216 x^{2} (1647086 x^{6}) + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.28

Multiplique $x$ por $x$ somando os expoentes.

Toque para ver mais passagens...

Etapa 6.1.28.1

Mova $x$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 216 \cdot 3136 (x \cdot x) - 216 x \cdot 128 + 216 x^{2} (823543 x^{7}) + 216 x^{2} (1647086 x^{6}) + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.28.2

Multiplique $x$ por $x$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 216 \cdot 3136 x^{2} - 216 x \cdot 128 + 216 x^{2} (823543 x^{7}) + 216 x^{2} (1647086 x^{6}) + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.29

Multiplique $- 216$ por $3136$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 216 x \cdot 128 + 216 x^{2} (823543 x^{7}) + 216 x^{2} (1647086 x^{6}) + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.30

Multiplique $128$ por $- 216$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 216 x^{2} (823543 x^{7}) + 216 x^{2} (1647086 x^{6}) + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.31

Reescreva usando a propriedade comutativa da multiplicação.

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 216 \cdot 823543 x^{2} x^{7} + 216 x^{2} (1647086 x^{6}) + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.32

Multiplique $x^{2}$ por $x^{7}$ somando os expoentes.

Toque para ver mais passagens...

Etapa 6.1.32.1

Mova $x^{7}$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 216 \cdot 823543 (x^{7} x^{2}) + 216 x^{2} (1647086 x^{6}) + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.32.2

Use a regra da multiplicação de potências $a^{m} a^{n} = a^{m + n}$ para combinar expoentes.

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 216 \cdot 823543 x^{7 + 2} + 216 x^{2} (1647086 x^{6}) + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.32.3

Some $7$ e $2$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 216 \cdot 823543 x^{9} + 216 x^{2} (1647086 x^{6}) + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.33

Multiplique $216$ por $823543$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 216 x^{2} (1647086 x^{6}) + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.34

Reescreva usando a propriedade comutativa da multiplicação.

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 216 \cdot 1647086 x^{2} x^{6} + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.35

Multiplique $x^{2}$ por $x^{6}$ somando os expoentes.

Toque para ver mais passagens...

Etapa 6.1.35.1

Mova $x^{6}$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 216 \cdot 1647086 (x^{6} x^{2}) + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.35.2

Use a regra da multiplicação de potências $a^{m} a^{n} = a^{m + n}$ para combinar expoentes.

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 216 \cdot 1647086 x^{6 + 2} + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.35.3

Some $6$ e $2$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 216 \cdot 1647086 x^{8} + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.36

Multiplique $216$ por $1647086$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 216 x^{2} (1411788 x^{5}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.37

Reescreva usando a propriedade comutativa da multiplicação.

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 216 \cdot 1411788 x^{2} x^{5} + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.38

Multiplique $x^{2}$ por $x^{5}$ somando os expoentes.

Toque para ver mais passagens...

Etapa 6.1.38.1

Mova $x^{5}$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 216 \cdot 1411788 (x^{5} x^{2}) + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.38.2

Use a regra da multiplicação de potências $a^{m} a^{n} = a^{m + n}$ para combinar expoentes.

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 216 \cdot 1411788 x^{5 + 2} + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.38.3

Some $5$ e $2$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 216 \cdot 1411788 x^{7} + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.39

Multiplique $216$ por $1411788$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 216 x^{2} (672280 x^{4}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.40

Reescreva usando a propriedade comutativa da multiplicação.

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 216 \cdot 672280 x^{2} x^{4} + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.41

Multiplique $x^{2}$ por $x^{4}$ somando os expoentes.

Toque para ver mais passagens...

Etapa 6.1.41.1

Mova $x^{4}$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 216 \cdot 672280 (x^{4} x^{2}) + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.41.2

Use a regra da multiplicação de potências $a^{m} a^{n} = a^{m + n}$ para combinar expoentes.

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 216 \cdot 672280 x^{4 + 2} + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.41.3

Some $4$ e $2$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 216 \cdot 672280 x^{6} + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.42

Multiplique $216$ por $672280$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 216 x^{2} (192080 x^{3}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.43

Reescreva usando a propriedade comutativa da multiplicação.

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 216 \cdot 192080 x^{2} x^{3} + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.44

Multiplique $x^{2}$ por $x^{3}$ somando os expoentes.

Toque para ver mais passagens...

Etapa 6.1.44.1

Mova $x^{3}$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 216 \cdot 192080 (x^{3} x^{2}) + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.44.2

Use a regra da multiplicação de potências $a^{m} a^{n} = a^{m + n}$ para combinar expoentes.

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 216 \cdot 192080 x^{3 + 2} + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.44.3

Some $3$ e $2$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 216 \cdot 192080 x^{5} + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.45

Multiplique $216$ por $192080$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 216 x^{2} (32928 x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.46

Reescreva usando a propriedade comutativa da multiplicação.

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 216 \cdot 32928 x^{2} x^{2} + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.47

Multiplique $x^{2}$ por $x^{2}$ somando os expoentes.

Toque para ver mais passagens...

Etapa 6.1.47.1

Mova $x^{2}$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 216 \cdot 32928 (x^{2} x^{2}) + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.47.2

Use a regra da multiplicação de potências $a^{m} a^{n} = a^{m + n}$ para combinar expoentes.

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 216 \cdot 32928 x^{2 + 2} + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.47.3

Some $2$ e $2$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 216 \cdot 32928 x^{4} + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.48

Multiplique $216$ por $32928$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 216 x^{2} (3136 x) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.49

Reescreva usando a propriedade comutativa da multiplicação.

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 216 \cdot 3136 x^{2} x + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.50

Multiplique $x^{2}$ por $x$ somando os expoentes.

Toque para ver mais passagens...

Etapa 6.1.50.1

Mova $x$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 216 \cdot 3136 (x \cdot x^{2}) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.50.2

Multiplique $x$ por $x^{2}$ .

Toque para ver mais passagens...

Etapa 6.1.50.2.1

Eleve $x$ à potência de $1$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 216 \cdot 3136 (x^{1} x^{2}) + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.50.2.2

Use a regra da multiplicação de potências $a^{m} a^{n} = a^{m + n}$ para combinar expoentes.

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 216 \cdot 3136 x^{1 + 2} + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.50.3

Some $1$ e $2$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 216 \cdot 3136 x^{3} + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.51

Multiplique $216$ por $3136$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 216 x^{2} \cdot 128 - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.52

Multiplique $128$ por $216$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 96 x^{3} (823543 x^{7}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.53

Reescreva usando a propriedade comutativa da multiplicação.

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 96 \cdot 823543 x^{3} x^{7} - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.54

Multiplique $x^{3}$ por $x^{7}$ somando os expoentes.

Toque para ver mais passagens...

Etapa 6.1.54.1

Mova $x^{7}$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 96 \cdot 823543 (x^{7} x^{3}) - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.54.2

Use a regra da multiplicação de potências $a^{m} a^{n} = a^{m + n}$ para combinar expoentes.

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 96 \cdot 823543 x^{7 + 3} - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.54.3

Some $7$ e $3$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 96 \cdot 823543 x^{10} - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.55

Multiplique $- 96$ por $823543$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 96 x^{3} (1647086 x^{6}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.56

Reescreva usando a propriedade comutativa da multiplicação.

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 96 \cdot 1647086 x^{3} x^{6} - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.57

Multiplique $x^{3}$ por $x^{6}$ somando os expoentes.

Toque para ver mais passagens...

Etapa 6.1.57.1

Mova $x^{6}$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 96 \cdot 1647086 (x^{6} x^{3}) - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.57.2

Use a regra da multiplicação de potências $a^{m} a^{n} = a^{m + n}$ para combinar expoentes.

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 96 \cdot 1647086 x^{6 + 3} - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.57.3

Some $6$ e $3$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 96 \cdot 1647086 x^{9} - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.58

Multiplique $- 96$ por $1647086$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 96 x^{3} (1411788 x^{5}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.59

Reescreva usando a propriedade comutativa da multiplicação.

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 96 \cdot 1411788 x^{3} x^{5} - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.60

Multiplique $x^{3}$ por $x^{5}$ somando os expoentes.

Toque para ver mais passagens...

Etapa 6.1.60.1

Mova $x^{5}$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 96 \cdot 1411788 (x^{5} x^{3}) - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.60.2

Use a regra da multiplicação de potências $a^{m} a^{n} = a^{m + n}$ para combinar expoentes.

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 96 \cdot 1411788 x^{5 + 3} - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.60.3

Some $5$ e $3$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 96 \cdot 1411788 x^{8} - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.61

Multiplique $- 96$ por $1411788$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 96 x^{3} (672280 x^{4}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.62

Reescreva usando a propriedade comutativa da multiplicação.

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 96 \cdot 672280 x^{3} x^{4} - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.63

Multiplique $x^{3}$ por $x^{4}$ somando os expoentes.

Toque para ver mais passagens...

Etapa 6.1.63.1

Mova $x^{4}$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 96 \cdot 672280 (x^{4} x^{3}) - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.63.2

Use a regra da multiplicação de potências $a^{m} a^{n} = a^{m + n}$ para combinar expoentes.

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 96 \cdot 672280 x^{4 + 3} - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.63.3

Some $4$ e $3$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 96 \cdot 672280 x^{7} - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.64

Multiplique $- 96$ por $672280$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 64538880 x^{7} - 96 x^{3} (192080 x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.65

Reescreva usando a propriedade comutativa da multiplicação.

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 64538880 x^{7} - 96 \cdot 192080 x^{3} x^{3} - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.66

Multiplique $x^{3}$ por $x^{3}$ somando os expoentes.

Toque para ver mais passagens...

Etapa 6.1.66.1

Mova $x^{3}$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 64538880 x^{7} - 96 \cdot 192080 (x^{3} x^{3}) - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.66.2

Use a regra da multiplicação de potências $a^{m} a^{n} = a^{m + n}$ para combinar expoentes.

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 64538880 x^{7} - 96 \cdot 192080 x^{3 + 3} - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.66.3

Some $3$ e $3$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 64538880 x^{7} - 96 \cdot 192080 x^{6} - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.67

Multiplique $- 96$ por $192080$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 64538880 x^{7} - 18439680 x^{6} - 96 x^{3} (32928 x^{2}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.68

Reescreva usando a propriedade comutativa da multiplicação.

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 64538880 x^{7} - 18439680 x^{6} - 96 \cdot 32928 x^{3} x^{2} - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.69

Multiplique $x^{3}$ por $x^{2}$ somando os expoentes.

Toque para ver mais passagens...

Etapa 6.1.69.1

Mova $x^{2}$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 64538880 x^{7} - 18439680 x^{6} - 96 \cdot 32928 (x^{2} x^{3}) - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.69.2

Use a regra da multiplicação de potências $a^{m} a^{n} = a^{m + n}$ para combinar expoentes.

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 64538880 x^{7} - 18439680 x^{6} - 96 \cdot 32928 x^{2 + 3} - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.69.3

Some $2$ e $3$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 64538880 x^{7} - 18439680 x^{6} - 96 \cdot 32928 x^{5} - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.70

Multiplique $- 96$ por $32928$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 64538880 x^{7} - 18439680 x^{6} - 3161088 x^{5} - 96 x^{3} (3136 x) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.71

Reescreva usando a propriedade comutativa da multiplicação.

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 64538880 x^{7} - 18439680 x^{6} - 3161088 x^{5} - 96 \cdot 3136 x^{3} x - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.72

Multiplique $x^{3}$ por $x$ somando os expoentes.

Toque para ver mais passagens...

Etapa 6.1.72.1

Mova $x$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 64538880 x^{7} - 18439680 x^{6} - 3161088 x^{5} - 96 \cdot 3136 (x \cdot x^{3}) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.72.2

Multiplique $x$ por $x^{3}$ .

Toque para ver mais passagens...

Etapa 6.1.72.2.1

Eleve $x$ à potência de $1$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 64538880 x^{7} - 18439680 x^{6} - 3161088 x^{5} - 96 \cdot 3136 (x^{1} x^{3}) - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.72.2.2

Use a regra da multiplicação de potências $a^{m} a^{n} = a^{m + n}$ para combinar expoentes.

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 64538880 x^{7} - 18439680 x^{6} - 3161088 x^{5} - 96 \cdot 3136 x^{1 + 3} - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.72.3

Some $1$ e $3$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 64538880 x^{7} - 18439680 x^{6} - 3161088 x^{5} - 96 \cdot 3136 x^{4} - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.73

Multiplique $- 96$ por $3136$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 64538880 x^{7} - 18439680 x^{6} - 3161088 x^{5} - 301056 x^{4} - 96 x^{3} \cdot 128 + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.74

Multiplique $128$ por $- 96$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 64538880 x^{7} - 18439680 x^{6} - 3161088 x^{5} - 301056 x^{4} - 12288 x^{3} + 16 x^{4} (823543 x^{7}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.75

Reescreva usando a propriedade comutativa da multiplicação.

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 64538880 x^{7} - 18439680 x^{6} - 3161088 x^{5} - 301056 x^{4} - 12288 x^{3} + 16 \cdot 823543 x^{4} x^{7} + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.76

Multiplique $x^{4}$ por $x^{7}$ somando os expoentes.

Toque para ver mais passagens...

Etapa 6.1.76.1

Mova $x^{7}$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 64538880 x^{7} - 18439680 x^{6} - 3161088 x^{5} - 301056 x^{4} - 12288 x^{3} + 16 \cdot 823543 (x^{7} x^{4}) + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.76.2

Use a regra da multiplicação de potências $a^{m} a^{n} = a^{m + n}$ para combinar expoentes.

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 64538880 x^{7} - 18439680 x^{6} - 3161088 x^{5} - 301056 x^{4} - 12288 x^{3} + 16 \cdot 823543 x^{7 + 4} + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.76.3

Some $7$ e $4$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 64538880 x^{7} - 18439680 x^{6} - 3161088 x^{5} - 301056 x^{4} - 12288 x^{3} + 16 \cdot 823543 x^{11} + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.77

Multiplique $16$ por $823543$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 64538880 x^{7} - 18439680 x^{6} - 3161088 x^{5} - 301056 x^{4} - 12288 x^{3} + 13176688 x^{11} + 16 x^{4} (1647086 x^{6}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.78

Reescreva usando a propriedade comutativa da multiplicação.

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 64538880 x^{7} - 18439680 x^{6} - 3161088 x^{5} - 301056 x^{4} - 12288 x^{3} + 13176688 x^{11} + 16 \cdot 1647086 x^{4} x^{6} + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.79

Multiplique $x^{4}$ por $x^{6}$ somando os expoentes.

Toque para ver mais passagens...

Etapa 6.1.79.1

Mova $x^{6}$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 64538880 x^{7} - 18439680 x^{6} - 3161088 x^{5} - 301056 x^{4} - 12288 x^{3} + 13176688 x^{11} + 16 \cdot 1647086 (x^{6} x^{4}) + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.79.2

Use a regra da multiplicação de potências $a^{m} a^{n} = a^{m + n}$ para combinar expoentes.

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 64538880 x^{7} - 18439680 x^{6} - 3161088 x^{5} - 301056 x^{4} - 12288 x^{3} + 13176688 x^{11} + 16 \cdot 1647086 x^{6 + 4} + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.79.3

Some $6$ e $4$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 64538880 x^{7} - 18439680 x^{6} - 3161088 x^{5} - 301056 x^{4} - 12288 x^{3} + 13176688 x^{11} + 16 \cdot 1647086 x^{10} + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.80

Multiplique $16$ por $1647086$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 64538880 x^{7} - 18439680 x^{6} - 3161088 x^{5} - 301056 x^{4} - 12288 x^{3} + 13176688 x^{11} + 26353376 x^{10} + 16 x^{4} (1411788 x^{5}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.81

Reescreva usando a propriedade comutativa da multiplicação.

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 64538880 x^{7} - 18439680 x^{6} - 3161088 x^{5} - 301056 x^{4} - 12288 x^{3} + 13176688 x^{11} + 26353376 x^{10} + 16 \cdot 1411788 x^{4} x^{5} + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.82

Multiplique $x^{4}$ por $x^{5}$ somando os expoentes.

Toque para ver mais passagens...

Etapa 6.1.82.1

Mova $x^{5}$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 64538880 x^{7} - 18439680 x^{6} - 3161088 x^{5} - 301056 x^{4} - 12288 x^{3} + 13176688 x^{11} + 26353376 x^{10} + 16 \cdot 1411788 (x^{5} x^{4}) + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.82.2

Use a regra da multiplicação de potências $a^{m} a^{n} = a^{m + n}$ para combinar expoentes.

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 64538880 x^{7} - 18439680 x^{6} - 3161088 x^{5} - 301056 x^{4} - 12288 x^{3} + 13176688 x^{11} + 26353376 x^{10} + 16 \cdot 1411788 x^{5 + 4} + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.82.3

Some $5$ e $4$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 64538880 x^{7} - 18439680 x^{6} - 3161088 x^{5} - 301056 x^{4} - 12288 x^{3} + 13176688 x^{11} + 26353376 x^{10} + 16 \cdot 1411788 x^{9} + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.83

Multiplique $16$ por $1411788$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 64538880 x^{7} - 18439680 x^{6} - 3161088 x^{5} - 301056 x^{4} - 12288 x^{3} + 13176688 x^{11} + 26353376 x^{10} + 22588608 x^{9} + 16 x^{4} (672280 x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.84

Reescreva usando a propriedade comutativa da multiplicação.

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 64538880 x^{7} - 18439680 x^{6} - 3161088 x^{5} - 301056 x^{4} - 12288 x^{3} + 13176688 x^{11} + 26353376 x^{10} + 22588608 x^{9} + 16 \cdot 672280 x^{4} x^{4} + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.85

Multiplique $x^{4}$ por $x^{4}$ somando os expoentes.

Toque para ver mais passagens...

Etapa 6.1.85.1

Mova $x^{4}$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 64538880 x^{7} - 18439680 x^{6} - 3161088 x^{5} - 301056 x^{4} - 12288 x^{3} + 13176688 x^{11} + 26353376 x^{10} + 22588608 x^{9} + 16 \cdot 672280 (x^{4} x^{4}) + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.85.2

Use a regra da multiplicação de potências $a^{m} a^{n} = a^{m + n}$ para combinar expoentes.

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 64538880 x^{7} - 18439680 x^{6} - 3161088 x^{5} - 301056 x^{4} - 12288 x^{3} + 13176688 x^{11} + 26353376 x^{10} + 22588608 x^{9} + 16 \cdot 672280 x^{4 + 4} + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.85.3

Some $4$ e $4$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 64538880 x^{7} - 18439680 x^{6} - 3161088 x^{5} - 301056 x^{4} - 12288 x^{3} + 13176688 x^{11} + 26353376 x^{10} + 22588608 x^{9} + 16 \cdot 672280 x^{8} + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.86

Multiplique $16$ por $672280$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 64538880 x^{7} - 18439680 x^{6} - 3161088 x^{5} - 301056 x^{4} - 12288 x^{3} + 13176688 x^{11} + 26353376 x^{10} + 22588608 x^{9} + 10756480 x^{8} + 16 x^{4} (192080 x^{3}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.87

Reescreva usando a propriedade comutativa da multiplicação.

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 64538880 x^{7} - 18439680 x^{6} - 3161088 x^{5} - 301056 x^{4} - 12288 x^{3} + 13176688 x^{11} + 26353376 x^{10} + 22588608 x^{9} + 10756480 x^{8} + 16 \cdot 192080 x^{4} x^{3} + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.88

Multiplique $x^{4}$ por $x^{3}$ somando os expoentes.

Toque para ver mais passagens...

Etapa 6.1.88.1

Mova $x^{3}$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 64538880 x^{7} - 18439680 x^{6} - 3161088 x^{5} - 301056 x^{4} - 12288 x^{3} + 13176688 x^{11} + 26353376 x^{10} + 22588608 x^{9} + 10756480 x^{8} + 16 \cdot 192080 (x^{3} x^{4}) + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.88.2

Use a regra da multiplicação de potências $a^{m} a^{n} = a^{m + n}$ para combinar expoentes.

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 64538880 x^{7} - 18439680 x^{6} - 3161088 x^{5} - 301056 x^{4} - 12288 x^{3} + 13176688 x^{11} + 26353376 x^{10} + 22588608 x^{9} + 10756480 x^{8} + 16 \cdot 192080 x^{3 + 4} + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.88.3

Some $3$ e $4$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 64538880 x^{7} - 18439680 x^{6} - 3161088 x^{5} - 301056 x^{4} - 12288 x^{3} + 13176688 x^{11} + 26353376 x^{10} + 22588608 x^{9} + 10756480 x^{8} + 16 \cdot 192080 x^{7} + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.89

Multiplique $16$ por $192080$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 64538880 x^{7} - 18439680 x^{6} - 3161088 x^{5} - 301056 x^{4} - 12288 x^{3} + 13176688 x^{11} + 26353376 x^{10} + 22588608 x^{9} + 10756480 x^{8} + 3073280 x^{7} + 16 x^{4} (32928 x^{2}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.90

Reescreva usando a propriedade comutativa da multiplicação.

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 64538880 x^{7} - 18439680 x^{6} - 3161088 x^{5} - 301056 x^{4} - 12288 x^{3} + 13176688 x^{11} + 26353376 x^{10} + 22588608 x^{9} + 10756480 x^{8} + 3073280 x^{7} + 16 \cdot 32928 x^{4} x^{2} + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.91

Multiplique $x^{4}$ por $x^{2}$ somando os expoentes.

Toque para ver mais passagens...

Etapa 6.1.91.1

Mova $x^{2}$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 64538880 x^{7} - 18439680 x^{6} - 3161088 x^{5} - 301056 x^{4} - 12288 x^{3} + 13176688 x^{11} + 26353376 x^{10} + 22588608 x^{9} + 10756480 x^{8} + 3073280 x^{7} + 16 \cdot 32928 (x^{2} x^{4}) + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.91.2

Use a regra da multiplicação de potências $a^{m} a^{n} = a^{m + n}$ para combinar expoentes.

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 64538880 x^{7} - 18439680 x^{6} - 3161088 x^{5} - 301056 x^{4} - 12288 x^{3} + 13176688 x^{11} + 26353376 x^{10} + 22588608 x^{9} + 10756480 x^{8} + 3073280 x^{7} + 16 \cdot 32928 x^{2 + 4} + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.91.3

Some $2$ e $4$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 64538880 x^{7} - 18439680 x^{6} - 3161088 x^{5} - 301056 x^{4} - 12288 x^{3} + 13176688 x^{11} + 26353376 x^{10} + 22588608 x^{9} + 10756480 x^{8} + 3073280 x^{7} + 16 \cdot 32928 x^{6} + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.92

Multiplique $16$ por $32928$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 64538880 x^{7} - 18439680 x^{6} - 3161088 x^{5} - 301056 x^{4} - 12288 x^{3} + 13176688 x^{11} + 26353376 x^{10} + 22588608 x^{9} + 10756480 x^{8} + 3073280 x^{7} + 526848 x^{6} + 16 x^{4} (3136 x) + 16 x^{4} \cdot 128$

Etapa 6.1.93

Reescreva usando a propriedade comutativa da multiplicação.

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 64538880 x^{7} - 18439680 x^{6} - 3161088 x^{5} - 301056 x^{4} - 12288 x^{3} + 13176688 x^{11} + 26353376 x^{10} + 22588608 x^{9} + 10756480 x^{8} + 3073280 x^{7} + 526848 x^{6} + 16 \cdot 3136 x^{4} x + 16 x^{4} \cdot 128$

Etapa 6.1.94

Multiplique $x^{4}$ por $x$ somando os expoentes.

Toque para ver mais passagens...

Etapa 6.1.94.1

Mova $x$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 64538880 x^{7} - 18439680 x^{6} - 3161088 x^{5} - 301056 x^{4} - 12288 x^{3} + 13176688 x^{11} + 26353376 x^{10} + 22588608 x^{9} + 10756480 x^{8} + 3073280 x^{7} + 526848 x^{6} + 16 \cdot 3136 (x \cdot x^{4}) + 16 x^{4} \cdot 128$

Etapa 6.1.94.2

Multiplique $x$ por $x^{4}$ .

Toque para ver mais passagens...

Etapa 6.1.94.2.1

Eleve $x$ à potência de $1$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 64538880 x^{7} - 18439680 x^{6} - 3161088 x^{5} - 301056 x^{4} - 12288 x^{3} + 13176688 x^{11} + 26353376 x^{10} + 22588608 x^{9} + 10756480 x^{8} + 3073280 x^{7} + 526848 x^{6} + 16 \cdot 3136 (x^{1} x^{4}) + 16 x^{4} \cdot 128$

Etapa 6.1.94.2.2

Use a regra da multiplicação de potências $a^{m} a^{n} = a^{m + n}$ para combinar expoentes.

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 64538880 x^{7} - 18439680 x^{6} - 3161088 x^{5} - 301056 x^{4} - 12288 x^{3} + 13176688 x^{11} + 26353376 x^{10} + 22588608 x^{9} + 10756480 x^{8} + 3073280 x^{7} + 526848 x^{6} + 16 \cdot 3136 x^{1 + 4} + 16 x^{4} \cdot 128$

Etapa 6.1.94.3

Some $1$ e $4$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 64538880 x^{7} - 18439680 x^{6} - 3161088 x^{5} - 301056 x^{4} - 12288 x^{3} + 13176688 x^{11} + 26353376 x^{10} + 22588608 x^{9} + 10756480 x^{8} + 3073280 x^{7} + 526848 x^{6} + 16 \cdot 3136 x^{5} + 16 x^{4} \cdot 128$

Etapa 6.1.95

Multiplique $16$ por $3136$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 64538880 x^{7} - 18439680 x^{6} - 3161088 x^{5} - 301056 x^{4} - 12288 x^{3} + 13176688 x^{11} + 26353376 x^{10} + 22588608 x^{9} + 10756480 x^{8} + 3073280 x^{7} + 526848 x^{6} + 50176 x^{5} + 16 x^{4} \cdot 128$

Etapa 6.1.96

Multiplique $128$ por $16$ .

$66706983 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 355770576 x^{7} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 64538880 x^{7} - 18439680 x^{6} - 3161088 x^{5} - 301056 x^{4} - 12288 x^{3} + 13176688 x^{11} + 26353376 x^{10} + 22588608 x^{9} + 10756480 x^{8} + 3073280 x^{7} + 526848 x^{6} + 50176 x^{5} + 2048 x^{4}$

Etapa 6.2

Simplifique somando os termos.

Toque para ver mais passagens...

Etapa 6.2.1

Subtraia $355770576 x^{7}$ de $66706983 x^{7}$ .

$- 289063593 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 304946208 x^{7} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 64538880 x^{7} - 18439680 x^{6} - 3161088 x^{5} - 301056 x^{4} - 12288 x^{3} + 13176688 x^{11} + 26353376 x^{10} + 22588608 x^{9} + 10756480 x^{8} + 3073280 x^{7} + 526848 x^{6} + 50176 x^{5} + 2048 x^{4}$

Etapa 6.2.2

Some $- 289063593 x^{7}$ e $304946208 x^{7}$ .

$15882615 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 64538880 x^{7} - 18439680 x^{6} - 3161088 x^{5} - 301056 x^{4} - 12288 x^{3} + 13176688 x^{11} + 26353376 x^{10} + 22588608 x^{9} + 10756480 x^{8} + 3073280 x^{7} + 526848 x^{6} + 50176 x^{5} + 2048 x^{4}$

Etapa 6.2.3

Subtraia $64538880 x^{7}$ de $15882615 x^{7}$ .

$- 48656265 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 18439680 x^{6} - 3161088 x^{5} - 301056 x^{4} - 12288 x^{3} + 13176688 x^{11} + 26353376 x^{10} + 22588608 x^{9} + 10756480 x^{8} + 3073280 x^{7} + 526848 x^{6} + 50176 x^{5} + 2048 x^{4}$

Etapa 6.2.4

Some $- 48656265 x^{7}$ e $3073280 x^{7}$ .

$- 45582985 x^{7} + 133413966 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 304946208 x^{6} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 18439680 x^{6} - 3161088 x^{5} - 301056 x^{4} - 12288 x^{3} + 13176688 x^{11} + 26353376 x^{10} + 22588608 x^{9} + 10756480 x^{8} + 526848 x^{6} + 50176 x^{5} + 2048 x^{4}$

Etapa 6.2.5

Subtraia $304946208 x^{6}$ de $133413966 x^{6}$ .

$- 45582985 x^{7} - 171532242 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 145212480 x^{6} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 18439680 x^{6} - 3161088 x^{5} - 301056 x^{4} - 12288 x^{3} + 13176688 x^{11} + 26353376 x^{10} + 22588608 x^{9} + 10756480 x^{8} + 526848 x^{6} + 50176 x^{5} + 2048 x^{4}$

Etapa 6.2.6

Some $- 171532242 x^{6}$ e $145212480 x^{6}$ .

$- 45582985 x^{7} - 26319762 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 18439680 x^{6} - 3161088 x^{5} - 301056 x^{4} - 12288 x^{3} + 13176688 x^{11} + 26353376 x^{10} + 22588608 x^{9} + 10756480 x^{8} + 526848 x^{6} + 50176 x^{5} + 2048 x^{4}$

Etapa 6.2.7

Subtraia $18439680 x^{6}$ de $- 26319762 x^{6}$ .

$- 45582985 x^{7} - 44759442 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 3161088 x^{5} - 301056 x^{4} - 12288 x^{3} + 13176688 x^{11} + 26353376 x^{10} + 22588608 x^{9} + 10756480 x^{8} + 526848 x^{6} + 50176 x^{5} + 2048 x^{4}$

Etapa 6.2.8

Some $- 44759442 x^{6}$ e $526848 x^{6}$ .

$- 45582985 x^{7} - 44232594 x^{6} + 114354828 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 145212480 x^{5} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 3161088 x^{5} - 301056 x^{4} - 12288 x^{3} + 13176688 x^{11} + 26353376 x^{10} + 22588608 x^{9} + 10756480 x^{8} + 50176 x^{5} + 2048 x^{4}$

Etapa 6.2.9

Subtraia $145212480 x^{5}$ de $114354828 x^{5}$ .

$- 45582985 x^{7} - 44232594 x^{6} - 30857652 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 41489280 x^{5} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 3161088 x^{5} - 301056 x^{4} - 12288 x^{3} + 13176688 x^{11} + 26353376 x^{10} + 22588608 x^{9} + 10756480 x^{8} + 50176 x^{5} + 2048 x^{4}$

Etapa 6.2.10

Some $- 30857652 x^{5}$ e $41489280 x^{5}$ .

$- 45582985 x^{7} - 44232594 x^{6} + 10631628 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 3161088 x^{5} - 301056 x^{4} - 12288 x^{3} + 13176688 x^{11} + 26353376 x^{10} + 22588608 x^{9} + 10756480 x^{8} + 50176 x^{5} + 2048 x^{4}$

Etapa 6.2.11

Subtraia $3161088 x^{5}$ de $10631628 x^{5}$ .

$- 45582985 x^{7} - 44232594 x^{6} + 7470540 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 301056 x^{4} - 12288 x^{3} + 13176688 x^{11} + 26353376 x^{10} + 22588608 x^{9} + 10756480 x^{8} + 50176 x^{5} + 2048 x^{4}$

Etapa 6.2.12

Some $7470540 x^{5}$ e $50176 x^{5}$ .

$- 45582985 x^{7} - 44232594 x^{6} + 7520716 x^{5} + 54454680 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 41489280 x^{4} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 301056 x^{4} - 12288 x^{3} + 13176688 x^{11} + 26353376 x^{10} + 22588608 x^{9} + 10756480 x^{8} + 2048 x^{4}$

Etapa 6.2.13

Subtraia $41489280 x^{4}$ de $54454680 x^{4}$ .

$- 45582985 x^{7} - 44232594 x^{6} + 7520716 x^{5} + 12965400 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 7112448 x^{4} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 301056 x^{4} - 12288 x^{3} + 13176688 x^{11} + 26353376 x^{10} + 22588608 x^{9} + 10756480 x^{8} + 2048 x^{4}$

Etapa 6.2.14

Some $12965400 x^{4}$ e $7112448 x^{4}$ .

$- 45582985 x^{7} - 44232594 x^{6} + 7520716 x^{5} + 20077848 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 301056 x^{4} - 12288 x^{3} + 13176688 x^{11} + 26353376 x^{10} + 22588608 x^{9} + 10756480 x^{8} + 2048 x^{4}$

Etapa 6.2.15

Subtraia $301056 x^{4}$ de $20077848 x^{4}$ .

$- 45582985 x^{7} - 44232594 x^{6} + 7520716 x^{5} + 19776792 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 12288 x^{3} + 13176688 x^{11} + 26353376 x^{10} + 22588608 x^{9} + 10756480 x^{8} + 2048 x^{4}$

Etapa 6.2.16

Some $19776792 x^{4}$ e $2048 x^{4}$ .

$- 45582985 x^{7} - 44232594 x^{6} + 7520716 x^{5} + 19778840 x^{4} + 15558480 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 7112448 x^{3} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 12288 x^{3} + 13176688 x^{11} + 26353376 x^{10} + 22588608 x^{9} + 10756480 x^{8}$

Etapa 6.2.17

Subtraia $7112448 x^{3}$ de $15558480 x^{3}$ .

$- 45582985 x^{7} - 44232594 x^{6} + 7520716 x^{5} + 19778840 x^{4} + 8446032 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 677376 x^{3} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 12288 x^{3} + 13176688 x^{11} + 26353376 x^{10} + 22588608 x^{9} + 10756480 x^{8}$

Etapa 6.2.18

Some $8446032 x^{3}$ e $677376 x^{3}$ .

$- 45582985 x^{7} - 44232594 x^{6} + 7520716 x^{5} + 19778840 x^{4} + 9123408 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} - 12288 x^{3} + 13176688 x^{11} + 26353376 x^{10} + 22588608 x^{9} + 10756480 x^{8}$

Etapa 6.2.19

Subtraia $12288 x^{3}$ de $9123408 x^{3}$ .

$- 45582985 x^{7} - 44232594 x^{6} + 7520716 x^{5} + 19778840 x^{4} + 9111120 x^{3} + 2667168 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 677376 x^{2} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} + 13176688 x^{11} + 26353376 x^{10} + 22588608 x^{9} + 10756480 x^{8}$

Etapa 6.2.20

Subtraia $677376 x^{2}$ de $2667168 x^{2}$ .

$- 45582985 x^{7} - 44232594 x^{6} + 7520716 x^{5} + 19778840 x^{4} + 9111120 x^{3} + 1989792 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 27648 x + 177885288 x^{9} + 355770576 x^{8} + 27648 x^{2} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} + 13176688 x^{11} + 26353376 x^{10} + 22588608 x^{9} + 10756480 x^{8}$

Etapa 6.2.21

Some $1989792 x^{2}$ e $27648 x^{2}$ .

$- 45582985 x^{7} - 44232594 x^{6} + 7520716 x^{5} + 19778840 x^{4} + 9111120 x^{3} + 2017440 x^{2} + 254016 x + 10368 - 177885288 x^{8} - 27648 x + 177885288 x^{9} + 355770576 x^{8} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} + 13176688 x^{11} + 26353376 x^{10} + 22588608 x^{9} + 10756480 x^{8}$

Etapa 6.2.22

Subtraia $27648 x$ de $254016 x$ .

$- 45582985 x^{7} - 44232594 x^{6} + 7520716 x^{5} + 19778840 x^{4} + 9111120 x^{3} + 2017440 x^{2} + 226368 x + 10368 - 177885288 x^{8} + 177885288 x^{9} + 355770576 x^{8} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} + 13176688 x^{11} + 26353376 x^{10} + 22588608 x^{9} + 10756480 x^{8}$

Etapa 6.2.23

Some $- 177885288 x^{8}$ e $355770576 x^{8}$ .

$- 45582985 x^{7} - 44232594 x^{6} + 7520716 x^{5} + 19778840 x^{4} + 9111120 x^{3} + 2017440 x^{2} + 226368 x + 10368 + 177885288 x^{9} + 177885288 x^{8} - 79060128 x^{10} - 158120256 x^{9} - 135531648 x^{8} + 13176688 x^{11} + 26353376 x^{10} + 22588608 x^{9} + 10756480 x^{8}$

Etapa 6.2.24

Subtraia $158120256 x^{9}$ de $177885288 x^{9}$ .

$- 45582985 x^{7} - 44232594 x^{6} + 7520716 x^{5} + 19778840 x^{4} + 9111120 x^{3} + 2017440 x^{2} + 226368 x + 10368 + 19765032 x^{9} + 177885288 x^{8} - 79060128 x^{10} - 135531648 x^{8} + 13176688 x^{11} + 26353376 x^{10} + 22588608 x^{9} + 10756480 x^{8}$

Etapa 6.2.25

Some $19765032 x^{9}$ e $22588608 x^{9}$ .

$- 45582985 x^{7} - 44232594 x^{6} + 7520716 x^{5} + 19778840 x^{4} + 9111120 x^{3} + 2017440 x^{2} + 226368 x + 10368 + 177885288 x^{8} - 79060128 x^{10} - 135531648 x^{8} + 13176688 x^{11} + 26353376 x^{10} + 42353640 x^{9} + 10756480 x^{8}$

Etapa 6.2.26

Subtraia $135531648 x^{8}$ de $177885288 x^{8}$ .

$- 45582985 x^{7} - 44232594 x^{6} + 7520716 x^{5} + 19778840 x^{4} + 9111120 x^{3} + 2017440 x^{2} + 226368 x + 10368 - 79060128 x^{10} + 42353640 x^{8} + 13176688 x^{11} + 26353376 x^{10} + 42353640 x^{9} + 10756480 x^{8}$

Etapa 6.2.27

Some $- 79060128 x^{10}$ e $26353376 x^{10}$ .

$- 45582985 x^{7} - 44232594 x^{6} + 7520716 x^{5} + 19778840 x^{4} + 9111120 x^{3} + 2017440 x^{2} + 226368 x + 10368 - 52706752 x^{10} + 42353640 x^{8} + 13176688 x^{11} + 42353640 x^{9} + 10756480 x^{8}$

Etapa 6.2.28

Some $42353640 x^{8}$ e $10756480 x^{8}$ .

$- 45582985 x^{7} - 44232594 x^{6} + 7520716 x^{5} + 19778840 x^{4} + 9111120 x^{3} + 2017440 x^{2} + 226368 x + 10368 - 52706752 x^{10} + 13176688 x^{11} + 42353640 x^{9} + 53110120 x^{8}$