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What is the completely factored form of xy3 – x3y? xy(y x)(y – x) xy(y – x)(y – x) x y (x minus y) (x squared x y y squared) x y (x minus y) (y squared x y x squared).

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Answer:

The completely factored form of xy3 – x3y is

xy (y + x) (y - x)

Explanation:

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The completely factored form of xy³ - x³y is; xy(y + x)(y - x)

How to factorize algebra?

We want to factorize the algebra;

xy³ - x³y

Let us first factorize by bringing out xy to get;

xy(y² - x²)

Now, y² - x² can be factorized into;

(y + x)(y - x)

Thus, our final factored form is;

xy(y + x)(y - x)

Read more about Algebra Factorization at; https://brainly.com/question/723406

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