Question

The volume of a cubical box is 21952m3 , find the length of side of box.

Answer 1

Hey there!!

Let a be the side of cube
and ,

$volume \: of \: cubical \: box \: = 21952 {m}^{2} \\ = > {a}^{3} = 21952 \\ = > a = 28$
Hence the sides of cubes are( 28×28×28 )m

Answer 2

Volume of cubical box = ( length of side )³

Given volume = 21952 m³

Length of cube =
$\sqrt[3]{21952}$

Length of cube = $\sqrt[3]{28^3}$

= 28 cm .


Therefore, The length of side of the box with volume 21952 is 28 cm