(10x^7u-17x^7u^4) ÷ (-2x³u³)

Bonan asked Apr 17, 2023

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Bonan asked Apr 17, 2023

by Bonan

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14 votes

Answer:

(-10x^4+17x^4u^3)/(2u^2)

Explanation:

To simplify the expression, cancel common factors from numerator and denominator.

$(10x^7u-17x^7u^4)/(-2x^3u^3)=(x^7u(-10+17u^3))/(2x^3u^3)\\\\=(x^4(-10+17u^3))/(2u^2)=\boxed{(-10x^4+17x^4u^3)/(2u^2)}$

ManInMoon answered Apr 22, 2023

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