Question

Rewrite the following as an exponential expression in simplest form

Answer 1

The given expression is,

`^5\sqrt[]{\sqrt[]{x}}`

It can be written in exponential terms as,

`\begin{gathered} ^5\sqrt[]{x^{(1)/(2)}} \\ =(x^{(1)/(2)^{}})^{(1)/(5)} \\ =x^{(1)/(2)\ast(1)/(5)^{}}^{} \\ =x^{(1)/(10)} \end{gathered}`

Therefore, the simplest exponential form of the given expression is,

`x^{(1)/(10)}`