Question

What is `x^(2/3)y^(5/3)` in radical form?

Answer 1

`root(3)(x^2y^5)`

Explanation:

By definition: `x^(p/q) = (root(q) x)^p`

Both indices have a denominator of 3, which means the cube root.

`x^(2/3)y^(5/3) = root(3)(x^2y^5)`