Question

I need help with this expression. I need to select a value

Answer 1

`m^{(1)/(15)}`

Step-by-step explanation

let's remember some properties of the exponents numbers

`\begin{gathered} a^{(1)/(m)}=\sqrt[m]{a} \\ (a^m)^n=a^(m*n) \end{gathered}`

so

Step 1

`(m^{(1)/(3)})^{(1)/(5)}`

apply the properties to solve:

`\begin{gathered} (m^{(1)/(3)})^{(1)/(5)}=m^{(1)/(3)*(1)/(5)} \\ (m^{(1)/(3)})^{(1)/(5)}=m^{(1)/(15)} \end{gathered}`

so, the answer is

`m^{(1)/(15)}`

I hope this helps you