Calculating the volume of a cube

Practice Questions

GMAT Quantitative Reasoning › Calculating the volume of a cube

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1

The distance from one vertex of a cube to its opposite vertex is twelve feet. Give the volume of the cube.

2

A sphere with surface area is inscribed inside a cube. Give the volume of the cube.

3

An aquarium is shaped like a perfect cube; the area of each glass face is square meters. If it is filled to the recommended capacity, then how much water will it contain?

Note: cubic meter liters.

4

Which choice comes closest to the volume of a cube with surface area square centimeters?

5

The length of a diagonal of a cube is . Give the volume of the cube.

6

The length of a diagonal of one face of a cube is . Give the volume of the cube.

7

A cube is inscribed inside a sphere with volume . Give the volume of the cube.

8

The distance from one vertex of a cube to its opposite vertex is one foot. Give the volume of the cube.

9

A cube has a volume of cubic feet. If the length of each side of the cube is doubled, what is its new volume, in cubic feet?

10

A sphere with surface area circumscribes a cube. Give the volume of the cube.

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