Luning1 wrote:

A certain clay cube has volume 64 cubic inches. If a smaller clay cube is formed and has half the volume of the original cube, how many inches long is an edge of the smaller cube?

A. 2

B. 4

C. 8

D. \(\sqrt[3]{4}\)

E. \(2 \sqrt[3]{4}\)

Volume of cube = 64 in^3

Volume of smaller cube = 32 in^3

So side of smaller cube = \(\sqrt[3]{32}\) = \(2 \sqrt[3]{4}\)

Answer E
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