Question

A solid metallic ball of volume $64{cm}^3$ melted and made into a solid cube. Find the side of the solid cube.

Answer 1

Volume of cube = $64c{m}^2$
If 'a' is the side of cube
formula for volume of cube = $a^3$
$\therefore$ a= $\sqrt[3]{364}$
$a=4cm$
The side of the solid cube is $4cm$.