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Please Help ASAP! Rewrite x^4y^2 − 3x^3y^3 using a common factor.

A. 3xy(x^3y − x^2y)
B. 3xy^2(x^2 − x^2y)
C. x^2y(xy − 3xy^2)
D. x^2y^2(x^2 − 3xy)
I think it's B. But I might be wrong.

User Greg Tatum
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2 Answers

6 votes
It’s actually D.

You have to look at both x and y and it’s power. You have to look for the lowest power for x and y. For y as you can see that the lowest power is 2. As for x it can be either power of 3 or even 2. When you removed x^2 and y^2 from the equation. The inside parenthesis will be x^2-3xy. Just remember when you divide both x^2 and y^2, you subtract the power.

When you get the answer, please check the answer if it’s the same as the original. Meaning distribution both x^2 and y^2 to inside parenthesis. And for the power, you add them. This way you can double check and see if it’s the same.
Please Help ASAP! Rewrite x^4y^2 − 3x^3y^3 using a common factor. A. 3xy(x^3y − x-example-1
User DZDomi
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7.4k points
2 votes

Answer:

Explanation:

you are completely right please follow your heart <3

User Vitalii Blagodir
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