Question

Answer the question in the picture please

Answer 1

`\sf A) c^{(1)/(5)}`

Explanation:

The square root of a number is its ½ power.

`\sf \textsf{So, $\sf \sqrt[5]{c}$ is the $\sf (1)/(5) $ power of $\sf c$}`

`\sf \textsf{This is equivalent to $\sf c^{(1)/(5)}$.}`

Therefore, exponential expression equivalent to is :

`\sf A) c^{(1)/(5)}`

Answer 2

A

Explanation:

using the rules of exponents/ radicals

•
`\sqrt[n]{a}` =
`a^{(1)/(n) }`

given

`\sqrt[5]{c}` , then in exponential form

=
`c^{(1)/(5) }`