What is an expression that is equivalent to $\sqrt{(36 x^{9} y^{25})}$ $sqrt((36x^9y^25)$ , where x>0 and y>0?

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What is an expression that is equivalent to $\sqrt{(36 x^{9} y^{25})}$ $sqrt((36x^9y^25)$ , where x>0 and y>0?

$\sqrt{(36 x^{9} y^{25})}$ $sqrt((36x^9y^25)$ x>0

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Answer 1 · 2018-04-27T03:07:36

It is

$\sqrt{(36 x^{9} y^{25})} = \sqrt{(6^{2} \cdot {(x^{4})}^{2} \cdot x \cdot {(y^{12})}^{2} \cdot y)} = 6 \cdot x^{4} \cdot y^{12} \cdot \sqrt{x \cdot y}$ $sqrt((36x^9y^25))=sqrt((6^2*(x^4)^2*x*(y^12)^2*y))=6*x^4*y^12*sqrt(x*y)$

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What is an expression that is equivalent to $\sqrt{(36 x^{9} y^{25})}$ $sqrt((36x^9y^25)$ , where x>0 and y>0?

$\sqrt{(36 x^{9} y^{25})}$ $sqrt((36x^9y^25)$ x>0

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What is an expression that is equivalent to sqrt((36x^9y^25)√(36x9y25)sqrt((36x^9y^25), where x>0 and y>0?

sqrt((36x^9y^25)√(36x9y25)sqrt((36x^9y^25) x>0

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What is an expression that is equivalent to $\sqrt{(36 x^{9} y^{25})}$ $sqrt((36x^9y^25)$ , where x>0 and y>0?

$\sqrt{(36 x^{9} y^{25})}$ $sqrt((36x^9y^25)$ x>0