대수 예제

$4 {(15 - 3 x)}^{3} {(x + 9)}^{8}$

단계 1

다항식을 간단히 하고 차수가 가장 높은 항부터 왼쪽에서 오른쪽으로 식을 다시 정렬합니다.

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단계 1.1

이항정리 이용

$4 (15^{3} + 3 \cdot 15^{2} (- 3 x) + 3 \cdot 15 {(- 3 x)}^{2} + {(- 3 x)}^{3}) {(x + 9)}^{8}$

단계 1.2

항을 간단히 합니다.

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단계 1.2.1

각 항을 간단히 합니다.

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단계 1.2.1.1

$15$ 를 $3$ 승 합니다.

$4 (3375 + 3 \cdot 15^{2} (- 3 x) + 3 \cdot 15 {(- 3 x)}^{2} + {(- 3 x)}^{3}) {(x + 9)}^{8}$

단계 1.2.1.2

$15$ 를 $2$ 승 합니다.

$4 (3375 + 3 \cdot 225 (- 3 x) + 3 \cdot 15 {(- 3 x)}^{2} + {(- 3 x)}^{3}) {(x + 9)}^{8}$

단계 1.2.1.3

$3$ 에 $225$ 을 곱합니다.

$4 (3375 + 675 (- 3 x) + 3 \cdot 15 {(- 3 x)}^{2} + {(- 3 x)}^{3}) {(x + 9)}^{8}$

단계 1.2.1.4

$- 3$ 에 $675$ 을 곱합니다.

$4 (3375 - 2025 x + 3 \cdot 15 {(- 3 x)}^{2} + {(- 3 x)}^{3}) {(x + 9)}^{8}$

단계 1.2.1.5

$3$ 에 $15$ 을 곱합니다.

$4 (3375 - 2025 x + 45 {(- 3 x)}^{2} + {(- 3 x)}^{3}) {(x + 9)}^{8}$

단계 1.2.1.6

$- 3 x$ 에 곱의 미분 법칙을 적용합니다.

$4 (3375 - 2025 x + 45 ({(- 3)}^{2} x^{2}) + {(- 3 x)}^{3}) {(x + 9)}^{8}$

단계 1.2.1.7

$- 3$ 를 $2$ 승 합니다.

$4 (3375 - 2025 x + 45 (9 x^{2}) + {(- 3 x)}^{3}) {(x + 9)}^{8}$

단계 1.2.1.8

$9$ 에 $45$ 을 곱합니다.

$4 (3375 - 2025 x + 405 x^{2} + {(- 3 x)}^{3}) {(x + 9)}^{8}$

단계 1.2.1.9

$- 3 x$ 에 곱의 미분 법칙을 적용합니다.

$4 (3375 - 2025 x + 405 x^{2} + {(- 3)}^{3} x^{3}) {(x + 9)}^{8}$

단계 1.2.1.10

$- 3$ 를 $3$ 승 합니다.

$4 (3375 - 2025 x + 405 x^{2} - 27 x^{3}) {(x + 9)}^{8}$

단계 1.2.2

분배 법칙을 적용합니다.

$(4 \cdot 3375 + 4 (- 2025 x) + 4 (405 x^{2}) + 4 (- 27 x^{3})) {(x + 9)}^{8}$

단계 1.3

간단히 합니다.

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단계 1.3.1

$4$ 에 $3375$ 을 곱합니다.

$(13500 + 4 (- 2025 x) + 4 (405 x^{2}) + 4 (- 27 x^{3})) {(x + 9)}^{8}$

단계 1.3.2

$- 2025$ 에 $4$ 을 곱합니다.

$(13500 - 8100 x + 4 (405 x^{2}) + 4 (- 27 x^{3})) {(x + 9)}^{8}$

단계 1.3.3

$405$ 에 $4$ 을 곱합니다.

$(13500 - 8100 x + 1620 x^{2} + 4 (- 27 x^{3})) {(x + 9)}^{8}$

단계 1.3.4

$- 27$ 에 $4$ 을 곱합니다.

$(13500 - 8100 x + 1620 x^{2} - 108 x^{3}) {(x + 9)}^{8}$

단계 1.4

이항정리 이용

$(13500 - 8100 x + 1620 x^{2} - 108 x^{3}) (x^{8} + 8 x^{7} \cdot 9 + 28 x^{6} \cdot 9^{2} + 56 x^{5} \cdot 9^{3} + 70 x^{4} \cdot 9^{4} + 56 x^{3} \cdot 9^{5} + 28 x^{2} \cdot 9^{6} + 8 x \cdot 9^{7} + 9^{8})$

단계 1.5

각 항을 간단히 합니다.

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단계 1.5.1

$9$ 에 $8$ 을 곱합니다.

$(13500 - 8100 x + 1620 x^{2} - 108 x^{3}) (x^{8} + 72 x^{7} + 28 x^{6} \cdot 9^{2} + 56 x^{5} \cdot 9^{3} + 70 x^{4} \cdot 9^{4} + 56 x^{3} \cdot 9^{5} + 28 x^{2} \cdot 9^{6} + 8 x \cdot 9^{7} + 9^{8})$

단계 1.5.2

$9$ 를 $2$ 승 합니다.

$(13500 - 8100 x + 1620 x^{2} - 108 x^{3}) (x^{8} + 72 x^{7} + 28 x^{6} \cdot 81 + 56 x^{5} \cdot 9^{3} + 70 x^{4} \cdot 9^{4} + 56 x^{3} \cdot 9^{5} + 28 x^{2} \cdot 9^{6} + 8 x \cdot 9^{7} + 9^{8})$

단계 1.5.3

$81$ 에 $28$ 을 곱합니다.

$(13500 - 8100 x + 1620 x^{2} - 108 x^{3}) (x^{8} + 72 x^{7} + 2268 x^{6} + 56 x^{5} \cdot 9^{3} + 70 x^{4} \cdot 9^{4} + 56 x^{3} \cdot 9^{5} + 28 x^{2} \cdot 9^{6} + 8 x \cdot 9^{7} + 9^{8})$

단계 1.5.4

$9$ 를 $3$ 승 합니다.

$(13500 - 8100 x + 1620 x^{2} - 108 x^{3}) (x^{8} + 72 x^{7} + 2268 x^{6} + 56 x^{5} \cdot 729 + 70 x^{4} \cdot 9^{4} + 56 x^{3} \cdot 9^{5} + 28 x^{2} \cdot 9^{6} + 8 x \cdot 9^{7} + 9^{8})$

단계 1.5.5

$729$ 에 $56$ 을 곱합니다.

$(13500 - 8100 x + 1620 x^{2} - 108 x^{3}) (x^{8} + 72 x^{7} + 2268 x^{6} + 40824 x^{5} + 70 x^{4} \cdot 9^{4} + 56 x^{3} \cdot 9^{5} + 28 x^{2} \cdot 9^{6} + 8 x \cdot 9^{7} + 9^{8})$

단계 1.5.6

$9$ 를 $4$ 승 합니다.

$(13500 - 8100 x + 1620 x^{2} - 108 x^{3}) (x^{8} + 72 x^{7} + 2268 x^{6} + 40824 x^{5} + 70 x^{4} \cdot 6561 + 56 x^{3} \cdot 9^{5} + 28 x^{2} \cdot 9^{6} + 8 x \cdot 9^{7} + 9^{8})$

단계 1.5.7

$6561$ 에 $70$ 을 곱합니다.

$(13500 - 8100 x + 1620 x^{2} - 108 x^{3}) (x^{8} + 72 x^{7} + 2268 x^{6} + 40824 x^{5} + 459270 x^{4} + 56 x^{3} \cdot 9^{5} + 28 x^{2} \cdot 9^{6} + 8 x \cdot 9^{7} + 9^{8})$

단계 1.5.8

$9$ 를 $5$ 승 합니다.

$(13500 - 8100 x + 1620 x^{2} - 108 x^{3}) (x^{8} + 72 x^{7} + 2268 x^{6} + 40824 x^{5} + 459270 x^{4} + 56 x^{3} \cdot 59049 + 28 x^{2} \cdot 9^{6} + 8 x \cdot 9^{7} + 9^{8})$

단계 1.5.9

$59049$ 에 $56$ 을 곱합니다.

$(13500 - 8100 x + 1620 x^{2} - 108 x^{3}) (x^{8} + 72 x^{7} + 2268 x^{6} + 40824 x^{5} + 459270 x^{4} + 3306744 x^{3} + 28 x^{2} \cdot 9^{6} + 8 x \cdot 9^{7} + 9^{8})$

단계 1.5.10

$9$ 를 $6$ 승 합니다.

$(13500 - 8100 x + 1620 x^{2} - 108 x^{3}) (x^{8} + 72 x^{7} + 2268 x^{6} + 40824 x^{5} + 459270 x^{4} + 3306744 x^{3} + 28 x^{2} \cdot 531441 + 8 x \cdot 9^{7} + 9^{8})$

단계 1.5.11

$531441$ 에 $28$ 을 곱합니다.

$(13500 - 8100 x + 1620 x^{2} - 108 x^{3}) (x^{8} + 72 x^{7} + 2268 x^{6} + 40824 x^{5} + 459270 x^{4} + 3306744 x^{3} + 14880348 x^{2} + 8 x \cdot 9^{7} + 9^{8})$

단계 1.5.12

$9$ 를 $7$ 승 합니다.

$(13500 - 8100 x + 1620 x^{2} - 108 x^{3}) (x^{8} + 72 x^{7} + 2268 x^{6} + 40824 x^{5} + 459270 x^{4} + 3306744 x^{3} + 14880348 x^{2} + 8 x \cdot 4782969 + 9^{8})$

단계 1.5.13

$4782969$ 에 $8$ 을 곱합니다.

$(13500 - 8100 x + 1620 x^{2} - 108 x^{3}) (x^{8} + 72 x^{7} + 2268 x^{6} + 40824 x^{5} + 459270 x^{4} + 3306744 x^{3} + 14880348 x^{2} + 38263752 x + 9^{8})$

단계 1.5.14

$9$ 를 $8$ 승 합니다.

$(13500 - 8100 x + 1620 x^{2} - 108 x^{3}) (x^{8} + 72 x^{7} + 2268 x^{6} + 40824 x^{5} + 459270 x^{4} + 3306744 x^{3} + 14880348 x^{2} + 38263752 x + 43046721)$

단계 1.6

첫 번째 수식의 항과 두 번째 수식의 항을 각각 곱하여 $(13500 - 8100 x + 1620 x^{2} - 108 x^{3}) (x^{8} + 72 x^{7} + 2268 x^{6} + 40824 x^{5} + 459270 x^{4} + 3306744 x^{3} + 14880348 x^{2} + 38263752 x + 43046721)$ 를 전개합니다.

$13500 x^{8} + 13500 (72 x^{7}) + 13500 (2268 x^{6}) + 13500 (40824 x^{5}) + 13500 (459270 x^{4}) + 13500 (3306744 x^{3}) + 13500 (14880348 x^{2}) + 13500 (38263752 x) + 13500 \cdot 43046721 - 8100 x \cdot x^{8} - 8100 x (72 x^{7}) - 8100 x (2268 x^{6}) - 8100 x (40824 x^{5}) - 8100 x (459270 x^{4}) - 8100 x (3306744 x^{3}) - 8100 x (14880348 x^{2}) - 8100 x (38263752 x) - 8100 x \cdot 43046721 + 1620 x^{2} x^{8} + 1620 x^{2} (72 x^{7}) + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7

항을 간단히 합니다.

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단계 1.7.1

각 항을 간단히 합니다.

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단계 1.7.1.1

$72$ 에 $13500$ 을 곱합니다.

$13500 x^{8} + 972000 x^{7} + 13500 (2268 x^{6}) + 13500 (40824 x^{5}) + 13500 (459270 x^{4}) + 13500 (3306744 x^{3}) + 13500 (14880348 x^{2}) + 13500 (38263752 x) + 13500 \cdot 43046721 - 8100 x \cdot x^{8} - 8100 x (72 x^{7}) - 8100 x (2268 x^{6}) - 8100 x (40824 x^{5}) - 8100 x (459270 x^{4}) - 8100 x (3306744 x^{3}) - 8100 x (14880348 x^{2}) - 8100 x (38263752 x) - 8100 x \cdot 43046721 + 1620 x^{2} x^{8} + 1620 x^{2} (72 x^{7}) + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.2

$2268$ 에 $13500$ 을 곱합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 13500 (40824 x^{5}) + 13500 (459270 x^{4}) + 13500 (3306744 x^{3}) + 13500 (14880348 x^{2}) + 13500 (38263752 x) + 13500 \cdot 43046721 - 8100 x \cdot x^{8} - 8100 x (72 x^{7}) - 8100 x (2268 x^{6}) - 8100 x (40824 x^{5}) - 8100 x (459270 x^{4}) - 8100 x (3306744 x^{3}) - 8100 x (14880348 x^{2}) - 8100 x (38263752 x) - 8100 x \cdot 43046721 + 1620 x^{2} x^{8} + 1620 x^{2} (72 x^{7}) + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.3

$40824$ 에 $13500$ 을 곱합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 13500 (459270 x^{4}) + 13500 (3306744 x^{3}) + 13500 (14880348 x^{2}) + 13500 (38263752 x) + 13500 \cdot 43046721 - 8100 x \cdot x^{8} - 8100 x (72 x^{7}) - 8100 x (2268 x^{6}) - 8100 x (40824 x^{5}) - 8100 x (459270 x^{4}) - 8100 x (3306744 x^{3}) - 8100 x (14880348 x^{2}) - 8100 x (38263752 x) - 8100 x \cdot 43046721 + 1620 x^{2} x^{8} + 1620 x^{2} (72 x^{7}) + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.4

$459270$ 에 $13500$ 을 곱합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 13500 (3306744 x^{3}) + 13500 (14880348 x^{2}) + 13500 (38263752 x) + 13500 \cdot 43046721 - 8100 x \cdot x^{8} - 8100 x (72 x^{7}) - 8100 x (2268 x^{6}) - 8100 x (40824 x^{5}) - 8100 x (459270 x^{4}) - 8100 x (3306744 x^{3}) - 8100 x (14880348 x^{2}) - 8100 x (38263752 x) - 8100 x \cdot 43046721 + 1620 x^{2} x^{8} + 1620 x^{2} (72 x^{7}) + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.5

$3306744$ 에 $13500$ 을 곱합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 13500 (14880348 x^{2}) + 13500 (38263752 x) + 13500 \cdot 43046721 - 8100 x \cdot x^{8} - 8100 x (72 x^{7}) - 8100 x (2268 x^{6}) - 8100 x (40824 x^{5}) - 8100 x (459270 x^{4}) - 8100 x (3306744 x^{3}) - 8100 x (14880348 x^{2}) - 8100 x (38263752 x) - 8100 x \cdot 43046721 + 1620 x^{2} x^{8} + 1620 x^{2} (72 x^{7}) + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.6

$14880348$ 에 $13500$ 을 곱합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 13500 (38263752 x) + 13500 \cdot 43046721 - 8100 x \cdot x^{8} - 8100 x (72 x^{7}) - 8100 x (2268 x^{6}) - 8100 x (40824 x^{5}) - 8100 x (459270 x^{4}) - 8100 x (3306744 x^{3}) - 8100 x (14880348 x^{2}) - 8100 x (38263752 x) - 8100 x \cdot 43046721 + 1620 x^{2} x^{8} + 1620 x^{2} (72 x^{7}) + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.7

$38263752$ 에 $13500$ 을 곱합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 13500 \cdot 43046721 - 8100 x \cdot x^{8} - 8100 x (72 x^{7}) - 8100 x (2268 x^{6}) - 8100 x (40824 x^{5}) - 8100 x (459270 x^{4}) - 8100 x (3306744 x^{3}) - 8100 x (14880348 x^{2}) - 8100 x (38263752 x) - 8100 x \cdot 43046721 + 1620 x^{2} x^{8} + 1620 x^{2} (72 x^{7}) + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.8

$13500$ 에 $43046721$ 을 곱합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x \cdot x^{8} - 8100 x (72 x^{7}) - 8100 x (2268 x^{6}) - 8100 x (40824 x^{5}) - 8100 x (459270 x^{4}) - 8100 x (3306744 x^{3}) - 8100 x (14880348 x^{2}) - 8100 x (38263752 x) - 8100 x \cdot 43046721 + 1620 x^{2} x^{8} + 1620 x^{2} (72 x^{7}) + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.9

지수를 더하여 $x$ 에 $x^{8}$ 을 곱합니다.

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단계 1.7.1.9.1

$x^{8}$ 를 옮깁니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 (x^{8} x) - 8100 x (72 x^{7}) - 8100 x (2268 x^{6}) - 8100 x (40824 x^{5}) - 8100 x (459270 x^{4}) - 8100 x (3306744 x^{3}) - 8100 x (14880348 x^{2}) - 8100 x (38263752 x) - 8100 x \cdot 43046721 + 1620 x^{2} x^{8} + 1620 x^{2} (72 x^{7}) + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.9.2

$x^{8}$ 에 $x$ 을 곱합니다.

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단계 1.7.1.9.2.1

$x$ 를 $1$ 승 합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 (x^{8} x^{1}) - 8100 x (72 x^{7}) - 8100 x (2268 x^{6}) - 8100 x (40824 x^{5}) - 8100 x (459270 x^{4}) - 8100 x (3306744 x^{3}) - 8100 x (14880348 x^{2}) - 8100 x (38263752 x) - 8100 x \cdot 43046721 + 1620 x^{2} x^{8} + 1620 x^{2} (72 x^{7}) + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.9.2.2

지수 법칙 $a^{m} a^{n} = a^{m + n}$ 을 이용하여 지수를 합칩니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{8 + 1} - 8100 x (72 x^{7}) - 8100 x (2268 x^{6}) - 8100 x (40824 x^{5}) - 8100 x (459270 x^{4}) - 8100 x (3306744 x^{3}) - 8100 x (14880348 x^{2}) - 8100 x (38263752 x) - 8100 x \cdot 43046721 + 1620 x^{2} x^{8} + 1620 x^{2} (72 x^{7}) + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.9.3

$8$ 를 $1$ 에 더합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 8100 x (72 x^{7}) - 8100 x (2268 x^{6}) - 8100 x (40824 x^{5}) - 8100 x (459270 x^{4}) - 8100 x (3306744 x^{3}) - 8100 x (14880348 x^{2}) - 8100 x (38263752 x) - 8100 x \cdot 43046721 + 1620 x^{2} x^{8} + 1620 x^{2} (72 x^{7}) + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.10

곱셈의 교환법칙을 사용하여 다시 씁니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 8100 \cdot 72 x \cdot x^{7} - 8100 x (2268 x^{6}) - 8100 x (40824 x^{5}) - 8100 x (459270 x^{4}) - 8100 x (3306744 x^{3}) - 8100 x (14880348 x^{2}) - 8100 x (38263752 x) - 8100 x \cdot 43046721 + 1620 x^{2} x^{8} + 1620 x^{2} (72 x^{7}) + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.11

지수를 더하여 $x$ 에 $x^{7}$ 을 곱합니다.

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단계 1.7.1.11.1

$x^{7}$ 를 옮깁니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 8100 \cdot 72 (x^{7} x) - 8100 x (2268 x^{6}) - 8100 x (40824 x^{5}) - 8100 x (459270 x^{4}) - 8100 x (3306744 x^{3}) - 8100 x (14880348 x^{2}) - 8100 x (38263752 x) - 8100 x \cdot 43046721 + 1620 x^{2} x^{8} + 1620 x^{2} (72 x^{7}) + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.11.2

$x^{7}$ 에 $x$ 을 곱합니다.

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단계 1.7.1.11.2.1

$x$ 를 $1$ 승 합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 8100 \cdot 72 (x^{7} x^{1}) - 8100 x (2268 x^{6}) - 8100 x (40824 x^{5}) - 8100 x (459270 x^{4}) - 8100 x (3306744 x^{3}) - 8100 x (14880348 x^{2}) - 8100 x (38263752 x) - 8100 x \cdot 43046721 + 1620 x^{2} x^{8} + 1620 x^{2} (72 x^{7}) + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.11.2.2

지수 법칙 $a^{m} a^{n} = a^{m + n}$ 을 이용하여 지수를 합칩니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 8100 \cdot 72 x^{7 + 1} - 8100 x (2268 x^{6}) - 8100 x (40824 x^{5}) - 8100 x (459270 x^{4}) - 8100 x (3306744 x^{3}) - 8100 x (14880348 x^{2}) - 8100 x (38263752 x) - 8100 x \cdot 43046721 + 1620 x^{2} x^{8} + 1620 x^{2} (72 x^{7}) + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.11.3

$7$ 를 $1$ 에 더합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 8100 \cdot 72 x^{8} - 8100 x (2268 x^{6}) - 8100 x (40824 x^{5}) - 8100 x (459270 x^{4}) - 8100 x (3306744 x^{3}) - 8100 x (14880348 x^{2}) - 8100 x (38263752 x) - 8100 x \cdot 43046721 + 1620 x^{2} x^{8} + 1620 x^{2} (72 x^{7}) + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.12

$- 8100$ 에 $72$ 을 곱합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 8100 x (2268 x^{6}) - 8100 x (40824 x^{5}) - 8100 x (459270 x^{4}) - 8100 x (3306744 x^{3}) - 8100 x (14880348 x^{2}) - 8100 x (38263752 x) - 8100 x \cdot 43046721 + 1620 x^{2} x^{8} + 1620 x^{2} (72 x^{7}) + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.13

곱셈의 교환법칙을 사용하여 다시 씁니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 8100 \cdot 2268 x \cdot x^{6} - 8100 x (40824 x^{5}) - 8100 x (459270 x^{4}) - 8100 x (3306744 x^{3}) - 8100 x (14880348 x^{2}) - 8100 x (38263752 x) - 8100 x \cdot 43046721 + 1620 x^{2} x^{8} + 1620 x^{2} (72 x^{7}) + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.14

지수를 더하여 $x$ 에 $x^{6}$ 을 곱합니다.

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단계 1.7.1.14.1

$x^{6}$ 를 옮깁니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 8100 \cdot 2268 (x^{6} x) - 8100 x (40824 x^{5}) - 8100 x (459270 x^{4}) - 8100 x (3306744 x^{3}) - 8100 x (14880348 x^{2}) - 8100 x (38263752 x) - 8100 x \cdot 43046721 + 1620 x^{2} x^{8} + 1620 x^{2} (72 x^{7}) + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.14.2

$x^{6}$ 에 $x$ 을 곱합니다.

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단계 1.7.1.14.2.1

$x$ 를 $1$ 승 합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 8100 \cdot 2268 (x^{6} x^{1}) - 8100 x (40824 x^{5}) - 8100 x (459270 x^{4}) - 8100 x (3306744 x^{3}) - 8100 x (14880348 x^{2}) - 8100 x (38263752 x) - 8100 x \cdot 43046721 + 1620 x^{2} x^{8} + 1620 x^{2} (72 x^{7}) + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.14.2.2

지수 법칙 $a^{m} a^{n} = a^{m + n}$ 을 이용하여 지수를 합칩니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 8100 \cdot 2268 x^{6 + 1} - 8100 x (40824 x^{5}) - 8100 x (459270 x^{4}) - 8100 x (3306744 x^{3}) - 8100 x (14880348 x^{2}) - 8100 x (38263752 x) - 8100 x \cdot 43046721 + 1620 x^{2} x^{8} + 1620 x^{2} (72 x^{7}) + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.14.3

$6$ 를 $1$ 에 더합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 8100 \cdot 2268 x^{7} - 8100 x (40824 x^{5}) - 8100 x (459270 x^{4}) - 8100 x (3306744 x^{3}) - 8100 x (14880348 x^{2}) - 8100 x (38263752 x) - 8100 x \cdot 43046721 + 1620 x^{2} x^{8} + 1620 x^{2} (72 x^{7}) + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.15

$- 8100$ 에 $2268$ 을 곱합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 8100 x (40824 x^{5}) - 8100 x (459270 x^{4}) - 8100 x (3306744 x^{3}) - 8100 x (14880348 x^{2}) - 8100 x (38263752 x) - 8100 x \cdot 43046721 + 1620 x^{2} x^{8} + 1620 x^{2} (72 x^{7}) + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.16

곱셈의 교환법칙을 사용하여 다시 씁니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 8100 \cdot 40824 x \cdot x^{5} - 8100 x (459270 x^{4}) - 8100 x (3306744 x^{3}) - 8100 x (14880348 x^{2}) - 8100 x (38263752 x) - 8100 x \cdot 43046721 + 1620 x^{2} x^{8} + 1620 x^{2} (72 x^{7}) + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.17

지수를 더하여 $x$ 에 $x^{5}$ 을 곱합니다.

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단계 1.7.1.17.1

$x^{5}$ 를 옮깁니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 8100 \cdot 40824 (x^{5} x) - 8100 x (459270 x^{4}) - 8100 x (3306744 x^{3}) - 8100 x (14880348 x^{2}) - 8100 x (38263752 x) - 8100 x \cdot 43046721 + 1620 x^{2} x^{8} + 1620 x^{2} (72 x^{7}) + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.17.2

$x^{5}$ 에 $x$ 을 곱합니다.

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단계 1.7.1.17.2.1

$x$ 를 $1$ 승 합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 8100 \cdot 40824 (x^{5} x^{1}) - 8100 x (459270 x^{4}) - 8100 x (3306744 x^{3}) - 8100 x (14880348 x^{2}) - 8100 x (38263752 x) - 8100 x \cdot 43046721 + 1620 x^{2} x^{8} + 1620 x^{2} (72 x^{7}) + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.17.2.2

지수 법칙 $a^{m} a^{n} = a^{m + n}$ 을 이용하여 지수를 합칩니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 8100 \cdot 40824 x^{5 + 1} - 8100 x (459270 x^{4}) - 8100 x (3306744 x^{3}) - 8100 x (14880348 x^{2}) - 8100 x (38263752 x) - 8100 x \cdot 43046721 + 1620 x^{2} x^{8} + 1620 x^{2} (72 x^{7}) + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.17.3

$5$ 를 $1$ 에 더합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 8100 \cdot 40824 x^{6} - 8100 x (459270 x^{4}) - 8100 x (3306744 x^{3}) - 8100 x (14880348 x^{2}) - 8100 x (38263752 x) - 8100 x \cdot 43046721 + 1620 x^{2} x^{8} + 1620 x^{2} (72 x^{7}) + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.18

$- 8100$ 에 $40824$ 을 곱합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 8100 x (459270 x^{4}) - 8100 x (3306744 x^{3}) - 8100 x (14880348 x^{2}) - 8100 x (38263752 x) - 8100 x \cdot 43046721 + 1620 x^{2} x^{8} + 1620 x^{2} (72 x^{7}) + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.19

곱셈의 교환법칙을 사용하여 다시 씁니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 8100 \cdot 459270 x \cdot x^{4} - 8100 x (3306744 x^{3}) - 8100 x (14880348 x^{2}) - 8100 x (38263752 x) - 8100 x \cdot 43046721 + 1620 x^{2} x^{8} + 1620 x^{2} (72 x^{7}) + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.20

지수를 더하여 $x$ 에 $x^{4}$ 을 곱합니다.

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단계 1.7.1.20.1

$x^{4}$ 를 옮깁니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 8100 \cdot 459270 (x^{4} x) - 8100 x (3306744 x^{3}) - 8100 x (14880348 x^{2}) - 8100 x (38263752 x) - 8100 x \cdot 43046721 + 1620 x^{2} x^{8} + 1620 x^{2} (72 x^{7}) + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.20.2

$x^{4}$ 에 $x$ 을 곱합니다.

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단계 1.7.1.20.2.1

$x$ 를 $1$ 승 합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 8100 \cdot 459270 (x^{4} x^{1}) - 8100 x (3306744 x^{3}) - 8100 x (14880348 x^{2}) - 8100 x (38263752 x) - 8100 x \cdot 43046721 + 1620 x^{2} x^{8} + 1620 x^{2} (72 x^{7}) + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.20.2.2

지수 법칙 $a^{m} a^{n} = a^{m + n}$ 을 이용하여 지수를 합칩니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 8100 \cdot 459270 x^{4 + 1} - 8100 x (3306744 x^{3}) - 8100 x (14880348 x^{2}) - 8100 x (38263752 x) - 8100 x \cdot 43046721 + 1620 x^{2} x^{8} + 1620 x^{2} (72 x^{7}) + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.20.3

$4$ 를 $1$ 에 더합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 8100 \cdot 459270 x^{5} - 8100 x (3306744 x^{3}) - 8100 x (14880348 x^{2}) - 8100 x (38263752 x) - 8100 x \cdot 43046721 + 1620 x^{2} x^{8} + 1620 x^{2} (72 x^{7}) + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.21

$- 8100$ 에 $459270$ 을 곱합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 8100 x (3306744 x^{3}) - 8100 x (14880348 x^{2}) - 8100 x (38263752 x) - 8100 x \cdot 43046721 + 1620 x^{2} x^{8} + 1620 x^{2} (72 x^{7}) + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.22

곱셈의 교환법칙을 사용하여 다시 씁니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 8100 \cdot 3306744 x \cdot x^{3} - 8100 x (14880348 x^{2}) - 8100 x (38263752 x) - 8100 x \cdot 43046721 + 1620 x^{2} x^{8} + 1620 x^{2} (72 x^{7}) + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.23

지수를 더하여 $x$ 에 $x^{3}$ 을 곱합니다.

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단계 1.7.1.23.1

$x^{3}$ 를 옮깁니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 8100 \cdot 3306744 (x^{3} x) - 8100 x (14880348 x^{2}) - 8100 x (38263752 x) - 8100 x \cdot 43046721 + 1620 x^{2} x^{8} + 1620 x^{2} (72 x^{7}) + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.23.2

$x^{3}$ 에 $x$ 을 곱합니다.

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단계 1.7.1.23.2.1

$x$ 를 $1$ 승 합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 8100 \cdot 3306744 (x^{3} x^{1}) - 8100 x (14880348 x^{2}) - 8100 x (38263752 x) - 8100 x \cdot 43046721 + 1620 x^{2} x^{8} + 1620 x^{2} (72 x^{7}) + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.23.2.2

지수 법칙 $a^{m} a^{n} = a^{m + n}$ 을 이용하여 지수를 합칩니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 8100 \cdot 3306744 x^{3 + 1} - 8100 x (14880348 x^{2}) - 8100 x (38263752 x) - 8100 x \cdot 43046721 + 1620 x^{2} x^{8} + 1620 x^{2} (72 x^{7}) + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.23.3

$3$ 를 $1$ 에 더합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 8100 \cdot 3306744 x^{4} - 8100 x (14880348 x^{2}) - 8100 x (38263752 x) - 8100 x \cdot 43046721 + 1620 x^{2} x^{8} + 1620 x^{2} (72 x^{7}) + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.24

$- 8100$ 에 $3306744$ 을 곱합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 8100 x (14880348 x^{2}) - 8100 x (38263752 x) - 8100 x \cdot 43046721 + 1620 x^{2} x^{8} + 1620 x^{2} (72 x^{7}) + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.25

곱셈의 교환법칙을 사용하여 다시 씁니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 8100 \cdot 14880348 x \cdot x^{2} - 8100 x (38263752 x) - 8100 x \cdot 43046721 + 1620 x^{2} x^{8} + 1620 x^{2} (72 x^{7}) + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.26

지수를 더하여 $x$ 에 $x^{2}$ 을 곱합니다.

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단계 1.7.1.26.1

$x^{2}$ 를 옮깁니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 8100 \cdot 14880348 (x^{2} x) - 8100 x (38263752 x) - 8100 x \cdot 43046721 + 1620 x^{2} x^{8} + 1620 x^{2} (72 x^{7}) + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.26.2

$x^{2}$ 에 $x$ 을 곱합니다.

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단계 1.7.1.26.2.1

$x$ 를 $1$ 승 합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 8100 \cdot 14880348 (x^{2} x^{1}) - 8100 x (38263752 x) - 8100 x \cdot 43046721 + 1620 x^{2} x^{8} + 1620 x^{2} (72 x^{7}) + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.26.2.2

지수 법칙 $a^{m} a^{n} = a^{m + n}$ 을 이용하여 지수를 합칩니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 8100 \cdot 14880348 x^{2 + 1} - 8100 x (38263752 x) - 8100 x \cdot 43046721 + 1620 x^{2} x^{8} + 1620 x^{2} (72 x^{7}) + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.26.3

$2$ 를 $1$ 에 더합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 8100 \cdot 14880348 x^{3} - 8100 x (38263752 x) - 8100 x \cdot 43046721 + 1620 x^{2} x^{8} + 1620 x^{2} (72 x^{7}) + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.27

$- 8100$ 에 $14880348$ 을 곱합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 8100 x (38263752 x) - 8100 x \cdot 43046721 + 1620 x^{2} x^{8} + 1620 x^{2} (72 x^{7}) + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.28

곱셈의 교환법칙을 사용하여 다시 씁니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 8100 \cdot 38263752 x \cdot x - 8100 x \cdot 43046721 + 1620 x^{2} x^{8} + 1620 x^{2} (72 x^{7}) + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.29

지수를 더하여 $x$ 에 $x$ 을 곱합니다.

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단계 1.7.1.29.1

$x$ 를 옮깁니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 8100 \cdot 38263752 (x \cdot x) - 8100 x \cdot 43046721 + 1620 x^{2} x^{8} + 1620 x^{2} (72 x^{7}) + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.29.2

$x$ 에 $x$ 을 곱합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 8100 \cdot 38263752 x^{2} - 8100 x \cdot 43046721 + 1620 x^{2} x^{8} + 1620 x^{2} (72 x^{7}) + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.30

$- 8100$ 에 $38263752$ 을 곱합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 8100 x \cdot 43046721 + 1620 x^{2} x^{8} + 1620 x^{2} (72 x^{7}) + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.31

$43046721$ 에 $- 8100$ 을 곱합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{2} x^{8} + 1620 x^{2} (72 x^{7}) + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.32

지수를 더하여 $x^{2}$ 에 $x^{8}$ 을 곱합니다.

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단계 1.7.1.32.1

$x^{8}$ 를 옮깁니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 (x^{8} x^{2}) + 1620 x^{2} (72 x^{7}) + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.32.2

지수 법칙 $a^{m} a^{n} = a^{m + n}$ 을 이용하여 지수를 합칩니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{8 + 2} + 1620 x^{2} (72 x^{7}) + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.32.3

$8$ 를 $2$ 에 더합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 1620 x^{2} (72 x^{7}) + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.33

곱셈의 교환법칙을 사용하여 다시 씁니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 1620 \cdot 72 x^{2} x^{7} + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.34

지수를 더하여 $x^{2}$ 에 $x^{7}$ 을 곱합니다.

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단계 1.7.1.34.1

$x^{7}$ 를 옮깁니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 1620 \cdot 72 (x^{7} x^{2}) + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.34.2

지수 법칙 $a^{m} a^{n} = a^{m + n}$ 을 이용하여 지수를 합칩니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 1620 \cdot 72 x^{7 + 2} + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.34.3

$7$ 를 $2$ 에 더합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 1620 \cdot 72 x^{9} + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.35

$1620$ 에 $72$ 을 곱합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 1620 x^{2} (2268 x^{6}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.36

곱셈의 교환법칙을 사용하여 다시 씁니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 1620 \cdot 2268 x^{2} x^{6} + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.37

지수를 더하여 $x^{2}$ 에 $x^{6}$ 을 곱합니다.

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단계 1.7.1.37.1

$x^{6}$ 를 옮깁니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 1620 \cdot 2268 (x^{6} x^{2}) + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.37.2

지수 법칙 $a^{m} a^{n} = a^{m + n}$ 을 이용하여 지수를 합칩니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 1620 \cdot 2268 x^{6 + 2} + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.37.3

$6$ 를 $2$ 에 더합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 1620 \cdot 2268 x^{8} + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.38

$1620$ 에 $2268$ 을 곱합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 1620 x^{2} (40824 x^{5}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.39

곱셈의 교환법칙을 사용하여 다시 씁니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 1620 \cdot 40824 x^{2} x^{5} + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.40

지수를 더하여 $x^{2}$ 에 $x^{5}$ 을 곱합니다.

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단계 1.7.1.40.1

$x^{5}$ 를 옮깁니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 1620 \cdot 40824 (x^{5} x^{2}) + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.40.2

지수 법칙 $a^{m} a^{n} = a^{m + n}$ 을 이용하여 지수를 합칩니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 1620 \cdot 40824 x^{5 + 2} + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.40.3

$5$ 를 $2$ 에 더합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 1620 \cdot 40824 x^{7} + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.41

$1620$ 에 $40824$ 을 곱합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 1620 x^{2} (459270 x^{4}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.42

곱셈의 교환법칙을 사용하여 다시 씁니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 1620 \cdot 459270 x^{2} x^{4} + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.43

지수를 더하여 $x^{2}$ 에 $x^{4}$ 을 곱합니다.

자세한 풀이 단계를 보려면 여기를 누르십시오...

단계 1.7.1.43.1

$x^{4}$ 를 옮깁니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 1620 \cdot 459270 (x^{4} x^{2}) + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.43.2

지수 법칙 $a^{m} a^{n} = a^{m + n}$ 을 이용하여 지수를 합칩니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 1620 \cdot 459270 x^{4 + 2} + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.43.3

$4$ 를 $2$ 에 더합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 1620 \cdot 459270 x^{6} + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.44

$1620$ 에 $459270$ 을 곱합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 1620 x^{2} (3306744 x^{3}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.45

곱셈의 교환법칙을 사용하여 다시 씁니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 1620 \cdot 3306744 x^{2} x^{3} + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.46

지수를 더하여 $x^{2}$ 에 $x^{3}$ 을 곱합니다.

자세한 풀이 단계를 보려면 여기를 누르십시오...

단계 1.7.1.46.1

$x^{3}$ 를 옮깁니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 1620 \cdot 3306744 (x^{3} x^{2}) + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.46.2

지수 법칙 $a^{m} a^{n} = a^{m + n}$ 을 이용하여 지수를 합칩니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 1620 \cdot 3306744 x^{3 + 2} + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.46.3

$3$ 를 $2$ 에 더합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 1620 \cdot 3306744 x^{5} + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.47

$1620$ 에 $3306744$ 을 곱합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 5356925280 x^{5} + 1620 x^{2} (14880348 x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.48

곱셈의 교환법칙을 사용하여 다시 씁니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 5356925280 x^{5} + 1620 \cdot 14880348 x^{2} x^{2} + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.49

지수를 더하여 $x^{2}$ 에 $x^{2}$ 을 곱합니다.

자세한 풀이 단계를 보려면 여기를 누르십시오...

단계 1.7.1.49.1

$x^{2}$ 를 옮깁니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 5356925280 x^{5} + 1620 \cdot 14880348 (x^{2} x^{2}) + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.49.2

지수 법칙 $a^{m} a^{n} = a^{m + n}$ 을 이용하여 지수를 합칩니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 5356925280 x^{5} + 1620 \cdot 14880348 x^{2 + 2} + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.49.3

$2$ 를 $2$ 에 더합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 5356925280 x^{5} + 1620 \cdot 14880348 x^{4} + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.50

$1620$ 에 $14880348$ 을 곱합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 5356925280 x^{5} + 24106163760 x^{4} + 1620 x^{2} (38263752 x) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.51

곱셈의 교환법칙을 사용하여 다시 씁니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 5356925280 x^{5} + 24106163760 x^{4} + 1620 \cdot 38263752 x^{2} x + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.52

지수를 더하여 $x^{2}$ 에 $x$ 을 곱합니다.

자세한 풀이 단계를 보려면 여기를 누르십시오...

단계 1.7.1.52.1

$x$ 를 옮깁니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 5356925280 x^{5} + 24106163760 x^{4} + 1620 \cdot 38263752 (x \cdot x^{2}) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.52.2

$x$ 에 $x^{2}$ 을 곱합니다.

자세한 풀이 단계를 보려면 여기를 누르십시오...

단계 1.7.1.52.2.1

$x$ 를 $1$ 승 합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 5356925280 x^{5} + 24106163760 x^{4} + 1620 \cdot 38263752 (x^{1} x^{2}) + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.52.2.2

지수 법칙 $a^{m} a^{n} = a^{m + n}$ 을 이용하여 지수를 합칩니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 5356925280 x^{5} + 24106163760 x^{4} + 1620 \cdot 38263752 x^{1 + 2} + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.52.3

$1$ 를 $2$ 에 더합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 5356925280 x^{5} + 24106163760 x^{4} + 1620 \cdot 38263752 x^{3} + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.53

$1620$ 에 $38263752$ 을 곱합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 5356925280 x^{5} + 24106163760 x^{4} + 61987278240 x^{3} + 1620 x^{2} \cdot 43046721 - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.54

$43046721$ 에 $1620$ 을 곱합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 5356925280 x^{5} + 24106163760 x^{4} + 61987278240 x^{3} + 69735688020 x^{2} - 108 x^{3} x^{8} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.55

지수를 더하여 $x^{3}$ 에 $x^{8}$ 을 곱합니다.

자세한 풀이 단계를 보려면 여기를 누르십시오...

단계 1.7.1.55.1

$x^{8}$ 를 옮깁니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 5356925280 x^{5} + 24106163760 x^{4} + 61987278240 x^{3} + 69735688020 x^{2} - 108 (x^{8} x^{3}) - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.55.2

지수 법칙 $a^{m} a^{n} = a^{m + n}$ 을 이용하여 지수를 합칩니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 5356925280 x^{5} + 24106163760 x^{4} + 61987278240 x^{3} + 69735688020 x^{2} - 108 x^{8 + 3} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.55.3

$8$ 를 $3$ 에 더합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 5356925280 x^{5} + 24106163760 x^{4} + 61987278240 x^{3} + 69735688020 x^{2} - 108 x^{11} - 108 x^{3} (72 x^{7}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.56

곱셈의 교환법칙을 사용하여 다시 씁니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 5356925280 x^{5} + 24106163760 x^{4} + 61987278240 x^{3} + 69735688020 x^{2} - 108 x^{11} - 108 \cdot 72 x^{3} x^{7} - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.57

지수를 더하여 $x^{3}$ 에 $x^{7}$ 을 곱합니다.

자세한 풀이 단계를 보려면 여기를 누르십시오...

단계 1.7.1.57.1

$x^{7}$ 를 옮깁니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 5356925280 x^{5} + 24106163760 x^{4} + 61987278240 x^{3} + 69735688020 x^{2} - 108 x^{11} - 108 \cdot 72 (x^{7} x^{3}) - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.57.2

지수 법칙 $a^{m} a^{n} = a^{m + n}$ 을 이용하여 지수를 합칩니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 5356925280 x^{5} + 24106163760 x^{4} + 61987278240 x^{3} + 69735688020 x^{2} - 108 x^{11} - 108 \cdot 72 x^{7 + 3} - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.57.3

$7$ 를 $3$ 에 더합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 5356925280 x^{5} + 24106163760 x^{4} + 61987278240 x^{3} + 69735688020 x^{2} - 108 x^{11} - 108 \cdot 72 x^{10} - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.58

$- 108$ 에 $72$ 을 곱합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 5356925280 x^{5} + 24106163760 x^{4} + 61987278240 x^{3} + 69735688020 x^{2} - 108 x^{11} - 7776 x^{10} - 108 x^{3} (2268 x^{6}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.59

곱셈의 교환법칙을 사용하여 다시 씁니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 5356925280 x^{5} + 24106163760 x^{4} + 61987278240 x^{3} + 69735688020 x^{2} - 108 x^{11} - 7776 x^{10} - 108 \cdot 2268 x^{3} x^{6} - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.60

지수를 더하여 $x^{3}$ 에 $x^{6}$ 을 곱합니다.

자세한 풀이 단계를 보려면 여기를 누르십시오...

단계 1.7.1.60.1

$x^{6}$ 를 옮깁니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 5356925280 x^{5} + 24106163760 x^{4} + 61987278240 x^{3} + 69735688020 x^{2} - 108 x^{11} - 7776 x^{10} - 108 \cdot 2268 (x^{6} x^{3}) - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.60.2

지수 법칙 $a^{m} a^{n} = a^{m + n}$ 을 이용하여 지수를 합칩니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 5356925280 x^{5} + 24106163760 x^{4} + 61987278240 x^{3} + 69735688020 x^{2} - 108 x^{11} - 7776 x^{10} - 108 \cdot 2268 x^{6 + 3} - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.60.3

$6$ 를 $3$ 에 더합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 5356925280 x^{5} + 24106163760 x^{4} + 61987278240 x^{3} + 69735688020 x^{2} - 108 x^{11} - 7776 x^{10} - 108 \cdot 2268 x^{9} - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.61

$- 108$ 에 $2268$ 을 곱합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 5356925280 x^{5} + 24106163760 x^{4} + 61987278240 x^{3} + 69735688020 x^{2} - 108 x^{11} - 7776 x^{10} - 244944 x^{9} - 108 x^{3} (40824 x^{5}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.62

곱셈의 교환법칙을 사용하여 다시 씁니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 5356925280 x^{5} + 24106163760 x^{4} + 61987278240 x^{3} + 69735688020 x^{2} - 108 x^{11} - 7776 x^{10} - 244944 x^{9} - 108 \cdot 40824 x^{3} x^{5} - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.63

지수를 더하여 $x^{3}$ 에 $x^{5}$ 을 곱합니다.

자세한 풀이 단계를 보려면 여기를 누르십시오...

단계 1.7.1.63.1

$x^{5}$ 를 옮깁니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 5356925280 x^{5} + 24106163760 x^{4} + 61987278240 x^{3} + 69735688020 x^{2} - 108 x^{11} - 7776 x^{10} - 244944 x^{9} - 108 \cdot 40824 (x^{5} x^{3}) - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.63.2

지수 법칙 $a^{m} a^{n} = a^{m + n}$ 을 이용하여 지수를 합칩니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 5356925280 x^{5} + 24106163760 x^{4} + 61987278240 x^{3} + 69735688020 x^{2} - 108 x^{11} - 7776 x^{10} - 244944 x^{9} - 108 \cdot 40824 x^{5 + 3} - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.63.3

$5$ 를 $3$ 에 더합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 5356925280 x^{5} + 24106163760 x^{4} + 61987278240 x^{3} + 69735688020 x^{2} - 108 x^{11} - 7776 x^{10} - 244944 x^{9} - 108 \cdot 40824 x^{8} - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.64

$- 108$ 에 $40824$ 을 곱합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 5356925280 x^{5} + 24106163760 x^{4} + 61987278240 x^{3} + 69735688020 x^{2} - 108 x^{11} - 7776 x^{10} - 244944 x^{9} - 4408992 x^{8} - 108 x^{3} (459270 x^{4}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.65

곱셈의 교환법칙을 사용하여 다시 씁니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 5356925280 x^{5} + 24106163760 x^{4} + 61987278240 x^{3} + 69735688020 x^{2} - 108 x^{11} - 7776 x^{10} - 244944 x^{9} - 4408992 x^{8} - 108 \cdot 459270 x^{3} x^{4} - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.66

지수를 더하여 $x^{3}$ 에 $x^{4}$ 을 곱합니다.

자세한 풀이 단계를 보려면 여기를 누르십시오...

단계 1.7.1.66.1

$x^{4}$ 를 옮깁니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 5356925280 x^{5} + 24106163760 x^{4} + 61987278240 x^{3} + 69735688020 x^{2} - 108 x^{11} - 7776 x^{10} - 244944 x^{9} - 4408992 x^{8} - 108 \cdot 459270 (x^{4} x^{3}) - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.66.2

지수 법칙 $a^{m} a^{n} = a^{m + n}$ 을 이용하여 지수를 합칩니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 5356925280 x^{5} + 24106163760 x^{4} + 61987278240 x^{3} + 69735688020 x^{2} - 108 x^{11} - 7776 x^{10} - 244944 x^{9} - 4408992 x^{8} - 108 \cdot 459270 x^{4 + 3} - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.66.3

$4$ 를 $3$ 에 더합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 5356925280 x^{5} + 24106163760 x^{4} + 61987278240 x^{3} + 69735688020 x^{2} - 108 x^{11} - 7776 x^{10} - 244944 x^{9} - 4408992 x^{8} - 108 \cdot 459270 x^{7} - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.67

$- 108$ 에 $459270$ 을 곱합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 5356925280 x^{5} + 24106163760 x^{4} + 61987278240 x^{3} + 69735688020 x^{2} - 108 x^{11} - 7776 x^{10} - 244944 x^{9} - 4408992 x^{8} - 49601160 x^{7} - 108 x^{3} (3306744 x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.68

곱셈의 교환법칙을 사용하여 다시 씁니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 5356925280 x^{5} + 24106163760 x^{4} + 61987278240 x^{3} + 69735688020 x^{2} - 108 x^{11} - 7776 x^{10} - 244944 x^{9} - 4408992 x^{8} - 49601160 x^{7} - 108 \cdot 3306744 x^{3} x^{3} - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.69

지수를 더하여 $x^{3}$ 에 $x^{3}$ 을 곱합니다.

자세한 풀이 단계를 보려면 여기를 누르십시오...

단계 1.7.1.69.1

$x^{3}$ 를 옮깁니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 5356925280 x^{5} + 24106163760 x^{4} + 61987278240 x^{3} + 69735688020 x^{2} - 108 x^{11} - 7776 x^{10} - 244944 x^{9} - 4408992 x^{8} - 49601160 x^{7} - 108 \cdot 3306744 (x^{3} x^{3}) - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.69.2

지수 법칙 $a^{m} a^{n} = a^{m + n}$ 을 이용하여 지수를 합칩니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 5356925280 x^{5} + 24106163760 x^{4} + 61987278240 x^{3} + 69735688020 x^{2} - 108 x^{11} - 7776 x^{10} - 244944 x^{9} - 4408992 x^{8} - 49601160 x^{7} - 108 \cdot 3306744 x^{3 + 3} - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.69.3

$3$ 를 $3$ 에 더합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 5356925280 x^{5} + 24106163760 x^{4} + 61987278240 x^{3} + 69735688020 x^{2} - 108 x^{11} - 7776 x^{10} - 244944 x^{9} - 4408992 x^{8} - 49601160 x^{7} - 108 \cdot 3306744 x^{6} - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.70

$- 108$ 에 $3306744$ 을 곱합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 5356925280 x^{5} + 24106163760 x^{4} + 61987278240 x^{3} + 69735688020 x^{2} - 108 x^{11} - 7776 x^{10} - 244944 x^{9} - 4408992 x^{8} - 49601160 x^{7} - 357128352 x^{6} - 108 x^{3} (14880348 x^{2}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.71

곱셈의 교환법칙을 사용하여 다시 씁니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 5356925280 x^{5} + 24106163760 x^{4} + 61987278240 x^{3} + 69735688020 x^{2} - 108 x^{11} - 7776 x^{10} - 244944 x^{9} - 4408992 x^{8} - 49601160 x^{7} - 357128352 x^{6} - 108 \cdot 14880348 x^{3} x^{2} - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.72

지수를 더하여 $x^{3}$ 에 $x^{2}$ 을 곱합니다.

자세한 풀이 단계를 보려면 여기를 누르십시오...

단계 1.7.1.72.1

$x^{2}$ 를 옮깁니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 5356925280 x^{5} + 24106163760 x^{4} + 61987278240 x^{3} + 69735688020 x^{2} - 108 x^{11} - 7776 x^{10} - 244944 x^{9} - 4408992 x^{8} - 49601160 x^{7} - 357128352 x^{6} - 108 \cdot 14880348 (x^{2} x^{3}) - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.72.2

지수 법칙 $a^{m} a^{n} = a^{m + n}$ 을 이용하여 지수를 합칩니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 5356925280 x^{5} + 24106163760 x^{4} + 61987278240 x^{3} + 69735688020 x^{2} - 108 x^{11} - 7776 x^{10} - 244944 x^{9} - 4408992 x^{8} - 49601160 x^{7} - 357128352 x^{6} - 108 \cdot 14880348 x^{2 + 3} - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.72.3

$2$ 를 $3$ 에 더합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 5356925280 x^{5} + 24106163760 x^{4} + 61987278240 x^{3} + 69735688020 x^{2} - 108 x^{11} - 7776 x^{10} - 244944 x^{9} - 4408992 x^{8} - 49601160 x^{7} - 357128352 x^{6} - 108 \cdot 14880348 x^{5} - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.73

$- 108$ 에 $14880348$ 을 곱합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 5356925280 x^{5} + 24106163760 x^{4} + 61987278240 x^{3} + 69735688020 x^{2} - 108 x^{11} - 7776 x^{10} - 244944 x^{9} - 4408992 x^{8} - 49601160 x^{7} - 357128352 x^{6} - 1607077584 x^{5} - 108 x^{3} (38263752 x) - 108 x^{3} \cdot 43046721$

단계 1.7.1.74

곱셈의 교환법칙을 사용하여 다시 씁니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 5356925280 x^{5} + 24106163760 x^{4} + 61987278240 x^{3} + 69735688020 x^{2} - 108 x^{11} - 7776 x^{10} - 244944 x^{9} - 4408992 x^{8} - 49601160 x^{7} - 357128352 x^{6} - 1607077584 x^{5} - 108 \cdot 38263752 x^{3} x - 108 x^{3} \cdot 43046721$

단계 1.7.1.75

지수를 더하여 $x^{3}$ 에 $x$ 을 곱합니다.

자세한 풀이 단계를 보려면 여기를 누르십시오...

단계 1.7.1.75.1

$x$ 를 옮깁니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 5356925280 x^{5} + 24106163760 x^{4} + 61987278240 x^{3} + 69735688020 x^{2} - 108 x^{11} - 7776 x^{10} - 244944 x^{9} - 4408992 x^{8} - 49601160 x^{7} - 357128352 x^{6} - 1607077584 x^{5} - 108 \cdot 38263752 (x \cdot x^{3}) - 108 x^{3} \cdot 43046721$

단계 1.7.1.75.2

$x$ 에 $x^{3}$ 을 곱합니다.

자세한 풀이 단계를 보려면 여기를 누르십시오...

단계 1.7.1.75.2.1

$x$ 를 $1$ 승 합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 5356925280 x^{5} + 24106163760 x^{4} + 61987278240 x^{3} + 69735688020 x^{2} - 108 x^{11} - 7776 x^{10} - 244944 x^{9} - 4408992 x^{8} - 49601160 x^{7} - 357128352 x^{6} - 1607077584 x^{5} - 108 \cdot 38263752 (x^{1} x^{3}) - 108 x^{3} \cdot 43046721$

단계 1.7.1.75.2.2

지수 법칙 $a^{m} a^{n} = a^{m + n}$ 을 이용하여 지수를 합칩니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 5356925280 x^{5} + 24106163760 x^{4} + 61987278240 x^{3} + 69735688020 x^{2} - 108 x^{11} - 7776 x^{10} - 244944 x^{9} - 4408992 x^{8} - 49601160 x^{7} - 357128352 x^{6} - 1607077584 x^{5} - 108 \cdot 38263752 x^{1 + 3} - 108 x^{3} \cdot 43046721$

단계 1.7.1.75.3

$1$ 를 $3$ 에 더합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 5356925280 x^{5} + 24106163760 x^{4} + 61987278240 x^{3} + 69735688020 x^{2} - 108 x^{11} - 7776 x^{10} - 244944 x^{9} - 4408992 x^{8} - 49601160 x^{7} - 357128352 x^{6} - 1607077584 x^{5} - 108 \cdot 38263752 x^{4} - 108 x^{3} \cdot 43046721$

단계 1.7.1.76

$- 108$ 에 $38263752$ 을 곱합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 5356925280 x^{5} + 24106163760 x^{4} + 61987278240 x^{3} + 69735688020 x^{2} - 108 x^{11} - 7776 x^{10} - 244944 x^{9} - 4408992 x^{8} - 49601160 x^{7} - 357128352 x^{6} - 1607077584 x^{5} - 4132485216 x^{4} - 108 x^{3} \cdot 43046721$

단계 1.7.1.77

$43046721$ 에 $- 108$ 을 곱합니다.

$13500 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 583200 x^{8} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 5356925280 x^{5} + 24106163760 x^{4} + 61987278240 x^{3} + 69735688020 x^{2} - 108 x^{11} - 7776 x^{10} - 244944 x^{9} - 4408992 x^{8} - 49601160 x^{7} - 357128352 x^{6} - 1607077584 x^{5} - 4132485216 x^{4} - 4649045868 x^{3}$

단계 1.7.2

항을 더해 식을 간단히 합니다.

자세한 풀이 단계를 보려면 여기를 누르십시오...

단계 1.7.2.1

$13500 x^{8}$ 에서 $583200 x^{8}$ 을 뺍니다.

$- 569700 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 3674160 x^{8} + 66134880 x^{7} + 744017400 x^{6} + 5356925280 x^{5} + 24106163760 x^{4} + 61987278240 x^{3} + 69735688020 x^{2} - 108 x^{11} - 7776 x^{10} - 244944 x^{9} - 4408992 x^{8} - 49601160 x^{7} - 357128352 x^{6} - 1607077584 x^{5} - 4132485216 x^{4} - 4649045868 x^{3}$

단계 1.7.2.2

$- 569700 x^{8}$ 를 $3674160 x^{8}$ 에 더합니다.

$3104460 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 66134880 x^{7} + 744017400 x^{6} + 5356925280 x^{5} + 24106163760 x^{4} + 61987278240 x^{3} + 69735688020 x^{2} - 108 x^{11} - 7776 x^{10} - 244944 x^{9} - 4408992 x^{8} - 49601160 x^{7} - 357128352 x^{6} - 1607077584 x^{5} - 4132485216 x^{4} - 4649045868 x^{3}$

단계 1.7.2.3

$3104460 x^{8}$ 에서 $4408992 x^{8}$ 을 뺍니다.

$- 1304532 x^{8} + 972000 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 18370800 x^{7} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 66134880 x^{7} + 744017400 x^{6} + 5356925280 x^{5} + 24106163760 x^{4} + 61987278240 x^{3} + 69735688020 x^{2} - 108 x^{11} - 7776 x^{10} - 244944 x^{9} - 49601160 x^{7} - 357128352 x^{6} - 1607077584 x^{5} - 4132485216 x^{4} - 4649045868 x^{3}$

단계 1.7.2.4

$972000 x^{7}$ 에서 $18370800 x^{7}$ 을 뺍니다.

$- 1304532 x^{8} - 17398800 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 66134880 x^{7} + 744017400 x^{6} + 5356925280 x^{5} + 24106163760 x^{4} + 61987278240 x^{3} + 69735688020 x^{2} - 108 x^{11} - 7776 x^{10} - 244944 x^{9} - 49601160 x^{7} - 357128352 x^{6} - 1607077584 x^{5} - 4132485216 x^{4} - 4649045868 x^{3}$

단계 1.7.2.5

$- 17398800 x^{7}$ 를 $66134880 x^{7}$ 에 더합니다.

$- 1304532 x^{8} + 48736080 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 744017400 x^{6} + 5356925280 x^{5} + 24106163760 x^{4} + 61987278240 x^{3} + 69735688020 x^{2} - 108 x^{11} - 7776 x^{10} - 244944 x^{9} - 49601160 x^{7} - 357128352 x^{6} - 1607077584 x^{5} - 4132485216 x^{4} - 4649045868 x^{3}$

단계 1.7.2.6

$48736080 x^{7}$ 에서 $49601160 x^{7}$ 을 뺍니다.

$- 1304532 x^{8} - 865080 x^{7} + 30618000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 330674400 x^{6} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 744017400 x^{6} + 5356925280 x^{5} + 24106163760 x^{4} + 61987278240 x^{3} + 69735688020 x^{2} - 108 x^{11} - 7776 x^{10} - 244944 x^{9} - 357128352 x^{6} - 1607077584 x^{5} - 4132485216 x^{4} - 4649045868 x^{3}$

단계 1.7.2.7

$30618000 x^{6}$ 에서 $330674400 x^{6}$ 을 뺍니다.

$- 1304532 x^{8} - 865080 x^{7} - 300056400 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 744017400 x^{6} + 5356925280 x^{5} + 24106163760 x^{4} + 61987278240 x^{3} + 69735688020 x^{2} - 108 x^{11} - 7776 x^{10} - 244944 x^{9} - 357128352 x^{6} - 1607077584 x^{5} - 4132485216 x^{4} - 4649045868 x^{3}$

단계 1.7.2.8

$- 300056400 x^{6}$ 를 $744017400 x^{6}$ 에 더합니다.

$- 1304532 x^{8} - 865080 x^{7} + 443961000 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 5356925280 x^{5} + 24106163760 x^{4} + 61987278240 x^{3} + 69735688020 x^{2} - 108 x^{11} - 7776 x^{10} - 244944 x^{9} - 357128352 x^{6} - 1607077584 x^{5} - 4132485216 x^{4} - 4649045868 x^{3}$

단계 1.7.2.9

$443961000 x^{6}$ 에서 $357128352 x^{6}$ 을 뺍니다.

$- 1304532 x^{8} - 865080 x^{7} + 86832648 x^{6} + 551124000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 3720087000 x^{5} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 5356925280 x^{5} + 24106163760 x^{4} + 61987278240 x^{3} + 69735688020 x^{2} - 108 x^{11} - 7776 x^{10} - 244944 x^{9} - 1607077584 x^{5} - 4132485216 x^{4} - 4649045868 x^{3}$

단계 1.7.2.10

$551124000 x^{5}$ 에서 $3720087000 x^{5}$ 을 뺍니다.

$- 1304532 x^{8} - 865080 x^{7} + 86832648 x^{6} - 3168963000 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 5356925280 x^{5} + 24106163760 x^{4} + 61987278240 x^{3} + 69735688020 x^{2} - 108 x^{11} - 7776 x^{10} - 244944 x^{9} - 1607077584 x^{5} - 4132485216 x^{4} - 4649045868 x^{3}$

단계 1.7.2.11

$- 3168963000 x^{5}$ 를 $5356925280 x^{5}$ 에 더합니다.

$- 1304532 x^{8} - 865080 x^{7} + 86832648 x^{6} + 2187962280 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 24106163760 x^{4} + 61987278240 x^{3} + 69735688020 x^{2} - 108 x^{11} - 7776 x^{10} - 244944 x^{9} - 1607077584 x^{5} - 4132485216 x^{4} - 4649045868 x^{3}$

단계 1.7.2.12

$2187962280 x^{5}$ 에서 $1607077584 x^{5}$ 을 뺍니다.

$- 1304532 x^{8} - 865080 x^{7} + 86832648 x^{6} + 580884696 x^{5} + 6200145000 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 26784626400 x^{4} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 24106163760 x^{4} + 61987278240 x^{3} + 69735688020 x^{2} - 108 x^{11} - 7776 x^{10} - 244944 x^{9} - 4132485216 x^{4} - 4649045868 x^{3}$

단계 1.7.2.13

$6200145000 x^{4}$ 에서 $26784626400 x^{4}$ 을 뺍니다.

$- 1304532 x^{8} - 865080 x^{7} + 86832648 x^{6} + 580884696 x^{5} - 20584481400 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 24106163760 x^{4} + 61987278240 x^{3} + 69735688020 x^{2} - 108 x^{11} - 7776 x^{10} - 244944 x^{9} - 4132485216 x^{4} - 4649045868 x^{3}$

단계 1.7.2.14

$- 20584481400 x^{4}$ 를 $24106163760 x^{4}$ 에 더합니다.

$- 1304532 x^{8} - 865080 x^{7} + 86832648 x^{6} + 580884696 x^{5} + 3521682360 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 61987278240 x^{3} + 69735688020 x^{2} - 108 x^{11} - 7776 x^{10} - 244944 x^{9} - 4132485216 x^{4} - 4649045868 x^{3}$

단계 1.7.2.15

$3521682360 x^{4}$ 에서 $4132485216 x^{4}$ 을 뺍니다.

$- 1304532 x^{8} - 865080 x^{7} + 86832648 x^{6} + 580884696 x^{5} - 610802856 x^{4} + 44641044000 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 120530818800 x^{3} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 61987278240 x^{3} + 69735688020 x^{2} - 108 x^{11} - 7776 x^{10} - 244944 x^{9} - 4649045868 x^{3}$

단계 1.7.2.16

$44641044000 x^{3}$ 에서 $120530818800 x^{3}$ 을 뺍니다.

$- 1304532 x^{8} - 865080 x^{7} + 86832648 x^{6} + 580884696 x^{5} - 610802856 x^{4} - 75889774800 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 61987278240 x^{3} + 69735688020 x^{2} - 108 x^{11} - 7776 x^{10} - 244944 x^{9} - 4649045868 x^{3}$

단계 1.7.2.17

$- 75889774800 x^{3}$ 를 $61987278240 x^{3}$ 에 더합니다.

$- 1304532 x^{8} - 865080 x^{7} + 86832648 x^{6} + 580884696 x^{5} - 610802856 x^{4} - 13902496560 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 69735688020 x^{2} - 108 x^{11} - 7776 x^{10} - 244944 x^{9} - 4649045868 x^{3}$

단계 1.7.2.18

$- 13902496560 x^{3}$ 에서 $4649045868 x^{3}$ 을 뺍니다.

$- 1304532 x^{8} - 865080 x^{7} + 86832648 x^{6} + 580884696 x^{5} - 610802856 x^{4} - 18551542428 x^{3} + 200884698000 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 309936391200 x^{2} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 69735688020 x^{2} - 108 x^{11} - 7776 x^{10} - 244944 x^{9}$

단계 1.7.2.19

$200884698000 x^{2}$ 에서 $309936391200 x^{2}$ 을 뺍니다.

$- 1304532 x^{8} - 865080 x^{7} + 86832648 x^{6} + 580884696 x^{5} - 610802856 x^{4} - 18551542428 x^{3} - 109051693200 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 348678440100 x + 1620 x^{10} + 116640 x^{9} + 69735688020 x^{2} - 108 x^{11} - 7776 x^{10} - 244944 x^{9}$

단계 1.7.2.20

$- 109051693200 x^{2}$ 를 $69735688020 x^{2}$ 에 더합니다.

$- 1304532 x^{8} - 865080 x^{7} + 86832648 x^{6} + 580884696 x^{5} - 610802856 x^{4} - 18551542428 x^{3} - 39316005180 x^{2} + 516560652000 x + 581130733500 - 8100 x^{9} - 348678440100 x + 1620 x^{10} + 116640 x^{9} - 108 x^{11} - 7776 x^{10} - 244944 x^{9}$

단계 1.7.2.21

$516560652000 x$ 에서 $348678440100 x$ 을 뺍니다.

$- 1304532 x^{8} - 865080 x^{7} + 86832648 x^{6} + 580884696 x^{5} - 610802856 x^{4} - 18551542428 x^{3} - 39316005180 x^{2} + 167882211900 x + 581130733500 - 8100 x^{9} + 1620 x^{10} + 116640 x^{9} - 108 x^{11} - 7776 x^{10} - 244944 x^{9}$

단계 1.7.2.22

$- 8100 x^{9}$ 를 $116640 x^{9}$ 에 더합니다.

$- 1304532 x^{8} - 865080 x^{7} + 86832648 x^{6} + 580884696 x^{5} - 610802856 x^{4} - 18551542428 x^{3} - 39316005180 x^{2} + 167882211900 x + 581130733500 + 1620 x^{10} + 108540 x^{9} - 108 x^{11} - 7776 x^{10} - 244944 x^{9}$

단계 1.7.2.23

$1620 x^{10}$ 에서 $7776 x^{10}$ 을 뺍니다.

$- 1304532 x^{8} - 865080 x^{7} + 86832648 x^{6} + 580884696 x^{5} - 610802856 x^{4} - 18551542428 x^{3} - 39316005180 x^{2} + 167882211900 x + 581130733500 - 6156 x^{10} + 108540 x^{9} - 108 x^{11} - 244944 x^{9}$

단계 1.7.2.24

$108540 x^{9}$ 에서 $244944 x^{9}$ 을 뺍니다.

$- 1304532 x^{8} - 865080 x^{7} + 86832648 x^{6} + 580884696 x^{5} - 610802856 x^{4} - 18551542428 x^{3} - 39316005180 x^{2} + 167882211900 x + 581130733500 - 6156 x^{10} - 108 x^{11} - 136404 x^{9}$

단계 1.7.2.25

식을 간단히 합니다.

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단계 1.7.2.25.1

$581130733500$ 를 옮깁니다.

$- 1304532 x^{8} - 865080 x^{7} + 86832648 x^{6} + 580884696 x^{5} - 610802856 x^{4} - 18551542428 x^{3} - 39316005180 x^{2} + 167882211900 x - 6156 x^{10} - 108 x^{11} - 136404 x^{9} + 581130733500$

단계 1.7.2.25.2

$167882211900 x$ 를 옮깁니다.

$- 1304532 x^{8} - 865080 x^{7} + 86832648 x^{6} + 580884696 x^{5} - 610802856 x^{4} - 18551542428 x^{3} - 39316005180 x^{2} - 6156 x^{10} - 108 x^{11} - 136404 x^{9} + 167882211900 x + 581130733500$

단계 1.7.2.25.3

$- 39316005180 x^{2}$ 를 옮깁니다.

$- 1304532 x^{8} - 865080 x^{7} + 86832648 x^{6} + 580884696 x^{5} - 610802856 x^{4} - 18551542428 x^{3} - 6156 x^{10} - 108 x^{11} - 136404 x^{9} - 39316005180 x^{2} + 167882211900 x + 581130733500$

단계 1.7.2.25.4

$- 18551542428 x^{3}$ 를 옮깁니다.

$- 1304532 x^{8} - 865080 x^{7} + 86832648 x^{6} + 580884696 x^{5} - 610802856 x^{4} - 6156 x^{10} - 108 x^{11} - 136404 x^{9} - 18551542428 x^{3} - 39316005180 x^{2} + 167882211900 x + 581130733500$

단계 1.7.2.25.5

$- 610802856 x^{4}$ 를 옮깁니다.

$- 1304532 x^{8} - 865080 x^{7} + 86832648 x^{6} + 580884696 x^{5} - 6156 x^{10} - 108 x^{11} - 136404 x^{9} - 610802856 x^{4} - 18551542428 x^{3} - 39316005180 x^{2} + 167882211900 x + 581130733500$

단계 1.7.2.25.6

$580884696 x^{5}$ 를 옮깁니다.

$- 1304532 x^{8} - 865080 x^{7} + 86832648 x^{6} - 6156 x^{10} - 108 x^{11} - 136404 x^{9} + 580884696 x^{5} - 610802856 x^{4} - 18551542428 x^{3} - 39316005180 x^{2} + 167882211900 x + 581130733500$

단계 1.7.2.25.7

$86832648 x^{6}$ 를 옮깁니다.

$- 1304532 x^{8} - 865080 x^{7} - 6156 x^{10} - 108 x^{11} - 136404 x^{9} + 86832648 x^{6} + 580884696 x^{5} - 610802856 x^{4} - 18551542428 x^{3} - 39316005180 x^{2} + 167882211900 x + 581130733500$

단계 1.7.2.25.8

$- 865080 x^{7}$ 를 옮깁니다.

$- 1304532 x^{8} - 6156 x^{10} - 108 x^{11} - 136404 x^{9} - 865080 x^{7} + 86832648 x^{6} + 580884696 x^{5} - 610802856 x^{4} - 18551542428 x^{3} - 39316005180 x^{2} + 167882211900 x + 581130733500$

단계 1.7.2.25.9

$- 1304532 x^{8}$ 를 옮깁니다.

$- 6156 x^{10} - 108 x^{11} - 136404 x^{9} - 1304532 x^{8} - 865080 x^{7} + 86832648 x^{6} + 580884696 x^{5} - 610802856 x^{4} - 18551542428 x^{3} - 39316005180 x^{2} + 167882211900 x + 581130733500$

단계 1.7.2.25.10

$- 6156 x^{10}$ 와 $- 108 x^{11}$ 을 다시 정렬합니다.

$- 108 x^{11} - 6156 x^{10} - 136404 x^{9} - 1304532 x^{8} - 865080 x^{7} + 86832648 x^{6} + 580884696 x^{5} - 610802856 x^{4} - 18551542428 x^{3} - 39316005180 x^{2} + 167882211900 x + 581130733500$

단계 2

다항식의 차수는 모든 항 중에서 가장 높은 차수입니다.

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단계 2.1

각 항에 있는 변수의 지수를 찾아 모두 더해 각 항의 차수를 구합니다.

$- 108 x^{11} \to 11$

$- 6156 x^{10} \to 10$

$- 136404 x^{9} \to 9$

$- 1304532 x^{8} \to 8$

$- 865080 x^{7} \to 7$

$86832648 x^{6} \to 6$

$580884696 x^{5} \to 5$

$- 610802856 x^{4} \to 4$

$- 18551542428 x^{3} \to 3$

$- 39316005180 x^{2} \to 2$

$167882211900 x \to 1$

$581130733500 \to 0$

단계 2.2

가장 큰 지수가 다항식의 차수입니다.

$11$

단계 3

다항식의 선행항은 차수가 가장 높은 항입니다.

$- 108 x^{11}$

단계 4

다항식의 선행계수는 선행항의 계수입니다.

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단계 4.1

다항식의 선행항은 차수가 가장 높은 항입니다.

$- 108 x^{11}$

단계 4.2

다항식에서 선행계수는 선행항의 계수입니다.

$- 108$

단계 5

결과를 나열합니다.

다항식의 차수: $11$

최고차항: $- 108 x^{11}$

최고차항 계수: $- 108$