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If the volume of a cube is v, what is the surface area of th
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20 Sep 2017, 01:46
20 Sep 2017, 01:46
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81% (01:05) correct
18% (01:15) wrong based on 44 sessions
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If the volume of a cube is v, what is the surface area of the cube in terms of v?
A. \(6 \sqrt{V}\)
B. \((\sqrt{V})^3\)
C. \(6 * (\sqrt{V})^3\)
D. \((\sqrt[3]{V})^2\)
E. \(6 * (\sqrt[3]{V})^2\)
Re: If the volume of a cube is v, what is the surface area of th
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24 Sep 2017, 14:19
24 Sep 2017, 14:19
Carcass wrote:
If the volume of a cube is v, what is the surface area of the cube in terms of v?
We know Volume of Cube = \((side)^3\)
Therefore, Volume = V = \((side)^3\)
or Side =\((\sqrt[3]{V})^2\)
Now Surface Area of cube = \(6*(side)^2\)
= \(6*(\sqrt[3]{V})^2\)
i.e option E
gmatclubot
Re: If the volume of a cube is v, what is the surface area of th [#permalink]
24 Sep 2017, 14:19
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