How do you simplify $root3(x^3/y^2)$ ?

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Answer 1 · 2017-04-09T04:01:14

$x/y^(2/3)$

The above problem is the same as:
$(x^3/y^2)^(1/3)$
When there is an exponent to another exponent you will multiply
3(1/3)=1 and 2(1/3) is 2/3

Now when simplified: $x/y^(2/3)$

Other exponent rules I have put below:
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How do you simplify root3(x^3/y^2)root3(x^3/y^2)?