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2 votes
Take a factor out of the square root.


√(x^3)

User Chekesha
by
8.0k points

1 Answer

5 votes

Answer:


x√(x)

Explanation:

Use Exponent Power rule:


b^(1/n) =\sqrt[n]{b}

Given
√(x^3) also known as
\sqrt[2]{x^3}, rewrite with exponent power rule as
x^(3/2).

Factor
x from
x^(3/2) =
x(x^(1/2))

Rewrite as
x√(x)

User Talentedmrjones
by
8.6k points

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