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If A = $x^3y^2x^3y^2$ and B=$xy^3xy^3$, then find the HCF of A, B

$x×y^2$
$x^3×y^2$
$xy^3×y^2$
$y^3×y^2$
Explanation:

A=$x^3×y^2x^3×y^2$

B = $x×y^3x×y^3$

To find the HCF of the above numbers, take minimum power of x and y in both the numbers.

HCF = Common terms from both A & B and minimum powers = $x×y^2$.

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