Question

Determine the dimensions of a cube with the same volume as the sphere

Answer 1

Step-by-step explanation:

Let the radius of sphere is r and side of cube is x

Then volume of sphere=34πr3

And volume of cube=x3

x3=34πr3⇒x=334π×r

⇒xr=34π3

Then surface area of sphere =4πr2

And surface area of cube =6x2

Then ratio of sphere to the cube =6x24πr2

=32π(xr)2

=32π(34π3)2

=36

Answer 2

Answer:

4 divided by 3 pi radii

is the answer

it may also be wrong

bit I think it's right