Find the volume of a cube whose one side is equal to 13 m-A- 2497 m 3B- 169 m 3C- 179 m 3D- 2197 m 3

The correct option is D 2197 m^3 Volume of a Cube = Side × Side × Side = 13 m × 13 m × 13 m = 2197 ...

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Standard V

Mathematics

Volume of Cube and Cuboid.

Find the volu...

Question

Find the volume of a cube whose one side is equal to 13 m.

169 $m^{3}$

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179 $m^{3}$

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2197 $m^{3}$

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2497 $m^{3}$

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Solution

The correct option is C
2197 $m^{3}$

Volume of a Cube = Side $\times$ Side $\times$ Side
= 13 m $\times$ 13 m $\times$ 13 m
= $2197 m^{3}$
Therefore, volume of the given cube is $2197 m^{3}$ .

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Find the volume of a cube whose one side is equal to 13 m.

The correct option is C 2197 m3 Volume of a Cube = Side × Side × Side = 13 m × 13 m × 13 m = 2197 m3 Therefore, volume of the given cube is 2197 m3.

The correct option is C
2197 $m^{3}$

Volume of a Cube = Side $\times$ Side $\times$ Side
= 13 m $\times$ 13 m $\times$ 13 m
= $2197 m^{3}$
Therefore, volume of the given cube is $2197 m^{3}$ .