Question

Which exponential expression is equivalent to c?
Choose 1 answer

Answer 1

Answer:C

Explanation:

Answer 2

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,

• 5 is the index

• c is the radicand

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.