Question

which of the following expressions is equivalent to the expression 5 radical (n+4)^3?

a) (n+4)^5

b) (n+4)^1/5

c) (n+4)^5/3

d) (n+4)^3/5

Answer 1

PROPERTIES OF EXPONENTS- There's Really No Other Way To Put It
$\sqrt[5]{(n + 4)^{3} } = {(n + 4)}^{ \frac{3}{5} }$

Answer 2

The expression is equivalent to the expression is$\rm(n+4)^3/5$.

Given

Expression; $\rm \sqrt[5]{(n+4)^3}$

What is exponent property?

The property of exponents is to tell us when you divide powers with the same base will be multiplied by itself.

Therefore,

The expression that is equivalent to the expression is;

$\rm= \sqrt[5]{(n+4)^3}\\\\=(n+4)^3/5$

Hence, The expression is equivalent to the expression is$\rm(n+4)^3/5$.

To know more about Exponent property click the link given below.

https://brainly.com/question/25263760