# Simplify. 243^(2/5) Which term represents the simplified form of 243^(2/5)? A. 9 B. root(5)(243^2) C.(root(5)(243))^2 D root(2)(243^5).

Simplify.
${243}^{2/5}$
Which term represents the simplified form of ${243}^{2/5}$?
A. 9
B. $\sqrt[5]{{243}^{2}}$
C. $\left(\sqrt[5]{243}{\right)}^{2}$
D. $\sqrt[2]{{243}^{5}}$
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Lisa Acevedo
$\left(243{\right)}^{\frac{2}{5}}﻿=\sqrt[5]{\left(243{\right)}^{2}}=\sqrt[5]{59049}=9$
So, the answer is A. which is 9