"The volume of the largest possible cube that can be inscribed in a hollow spherical ball of
Channel: Doubtnut
Date: 12/04/2020

"The volume of
 the largest possible cube that can be inscribed in a hollow spherical ball of
 radius `r`
cm is
`2/(sqrt(3))r^2`
(b) `4/3r^2`
(c) `8/(3sqrt(3))r^3`
(d) `1/(3sqrt(3))r^3`"