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What is the simpler form of the product? (5x-3y^5)^2

User Richter
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2 Answers

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(5x-3y^5)^2
= 25x^2 - 30xy^5 + 9y^10

hope it helps
User Josh Toth
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4 votes

Answer:


25x^2-30xy^5+9y^(10)

Explanation:

Using square binomial formula:


(a-b)^2 = a^2-2ab+b^2

To find the simpler form of the product:


(5x-3y^5)^2

Apply the square binomial formula:


(5x)^2-2(5x)(3y^5)+(3y^5)^2

Using exponent rules:


(a^n)^m =a^(nm)


25x^2-30xy^5+9y^(10)

therefore, the simpler form of the product is,
25x^2-30xy^5+9y^(10)

User Steven Lu
by
8.0k points

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