A hemispherical bowl of radius R is placed upside down on a flat horizontal surface. There is a small hole at the top of the inverted bowl. Through the hole, a liquid of density `rho` is poured in. Exactly when the container gets full, water starts leaking from between the table and the edge of the container. Find the mass (m) of the contaienr.

Answer

`m=(piR^(3)rho)/(3)`