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Which option lists and expression that is not equivalent to 4 2/3?

0.25^3/2
(3 √4)^2
3 √16
0.25^-2/3

1 Answer

1 vote

Answer:


\textbf{A. }0.25^(3/2)

Explanation:

Perhaps your answer choices are ...


\textbf{A. }0.25^(3/2)\\\textbf{B. }(\sqrt[3]{4})^2\\\textbf{C.}\sqrt[3]{16}\\\textbf{D. }0.25^(-2/3)

Of these, the one that is not equivalent to 4^(2/3) is ...


\boxed{\textbf{A. }0.25^(3/2)}

The value of this is ...


\left((1)/(4)\right)^(3/2)=\sqrt{(1)/(4^3)}=(1)/(8)\\e4^(2/3)=\sqrt[3]{16}=(\sqrt[3]{4})^2

User AsheKetchum
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