Which exponential expression is equivalent to c? Choose 1 answer

Question

asked Dec 6, 2022 9.2k views

2 Answers

Jonesie · Answer 1 · 2022-12-12T18:43:15+0000

Answer:

As
$\sqrt[5]{c}$ is the fifth root of c, therefore,
$\sqrt[5]{c}$ can be written as:
$\left(c\right)^{(1)/(5)}$

In other words,

$\:c^{(1)/(5)}=\sqrt[5]{c}$

Therefore, option C is correct.

Explanation:

Given the expression

$\sqrt[5]{c}$

Here,

As
$\sqrt[5]{c}$ is the fifth root of c, therefore,
$\sqrt[5]{c}$ can be written as:
$\left(c\right)^{(1)/(5)}$

In other words,

$\:c^{(1)/(5)}=\sqrt[5]{c}$

Therefore, option C is correct.