If `V=s^(3)` and `V=216cm^(3)`, then find the value of s in cm.

If A=S^(2) and A=324cm^(2) , then find the value of S(in cm).

If h=(V)/(A),h=5 , and V= 60cm^(3) , then find the value of A ("in" cm^(2)) .

If f=3cm and v=4 cm, then find u.

A shperical toy balloon is inflated so that its volume V (in cm^(3) ) and surface area S (in cm^(2) ) are functions of time t (in second), where V = (pi)/(6) t^(3) and S = pit^(3) . Find the rates of change of v and S at t = 4

If curved surface area of a solid sphere is S and volume is V, then find the value of (S^(3))/V^(2) [not putting the value of pi ].

Total surface area of a cube is 216cm^(2) then its volume is ………. cm^(3) .