Question

How do you write 7 square root x^5 in exponential form

Answer 1

Given:

`7(\sqrt[]{x})^5`

To find the exponential form:

`\begin{gathered} 7(\sqrt[]{x})^5=7(x^{(1)/(2)})^5 \\ =7x^{(5)/(2)} \end{gathered}`

Hence, exponential form is,

`7x^{(5)/(2)}`