Question

nothing

Answer 1

keep in mind that \(\bf \large a^{\frac{n}{m}} = \sqrt[m]{a^n}\qquad \qquad \left(\sqrt[m]{a^n}\right)^p\implies \sqrt[m]{a^{n\cdot p}}\)

Answer 2

\(\bf \Large \left(\sqrt[m]{a^n}\right)^p\implies \sqrt[m]{a^{n\cdot p}}\implies a^{\frac{n\cdot p}{m}}\)

Answer 3

w0t?

Answer 4

What?

Answer 5

What joe is trying to say is that:
\[\LARGE \sqrt[6]{x^5}=x^{5/6}\]

Answer 6

It's been explained.

Answer 7

*jdoe

Answer 8

So solve this:
\[\Huge x^{\frac{7*5}{6}}\]

Answer 9

Yup. And that's all there is to it~

Answer 10

Change the radical to a fraction. Afterwards just multiply the exponent with the fractional exponent.

Answer 11

Anytime~