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Identify the GCF of 6x2y2 − 8xy2 + 10xy3

2 Answers

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Answer:


\text{The GCF is }2xy^2

Explanation:

Given the expression


6x^2y^2-8xy^2+10xy^3

we have to identify the GCF of the above expression

we have to take the GCF of 6, 8, 10, GCF of same variable of the above three terms of expression.


\text{GCF of 2, 6 and 8 is 2}


\text{GCF of }x^2, x\text{ and x is x }


\text{GCF of }y^2,y^2\text{ and }y^3\text{ is }y^2


\text{Hence, the GCF is }2xy^2

User Orentet
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GCF is the greatest common factor, which is a number which is common to all these numbers, and which can be used to divide all of them.
Having this in mind, it is 2xy^2.

User AUserHimself
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