If the volume of a cube is 1331 m 3- then length of its side is-A- 19 mB- 13 mC- 11 m

The correct option is C 11 mVolume of a cube = nbsp;side^3 Let us assume that the side of cube be l. Here, l^3=1331 m^3 ⇒ l × l× l=11 ×11×11 ⇒ l=1 ...

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Byju's Answer

Standard VI

Mathematics

Finding Unknown Using Formula of Volume of Rectangular Box

If the volume...

Question

If the volume of a cube is 1331 m³, then length of its side is .

19 m

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13 m

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11 m

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Solution

The correct option is C 11 m
Volume of a cube = $s i d e^{3}$
Let us assume that the side of cube be $l$ .

Here,
$l^{3} = 1331 m^{3}$
$\Rightarrow l \times l \times l = 11 \times 11 \times 11 \Rightarrow l = 11 m$

Hence, the length of the side of given cube is 11 m.

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If the volume of a cube is 1331 m3, then length of its side is .

The correct option is C 11 mVolume of a cube = side3 Let us assume that the side of cube be l. Here, l3=1331 m3 ⇒l×l×l=11×11×11⇒ l=11 m Hence, the length of the side of given cube is 11 m.

If the volume of a cube is 1331 m³, then length of its side is .

The correct option is C 11 m
Volume of a cube = $s i d e^{3}$
Let us assume that the side of cube be $l$ .

Here,
$l^{3} = 1331 m^{3}$
$\Rightarrow l \times l \times l = 11 \times 11 \times 11 \Rightarrow l = 11 m$

Hence, the length of the side of given cube is 11 m.