Consider a solid cylinder of the density `rho_(s)` cross section area A and h ploating in a liquid of density `rho_(l)` as shown in figure `(rho_(l) gt rho_(s))` . It is depressed sligtly and allowed to oscillation.

A solid cylinder of denisty rho_(0) , cross-section area A and length l floats in a liquid rho(gtrho_(0) with its axis vertical, as shown. If it is slightly displaced downward and released, the time period will be :

A solid cylinder of denisty rho_(0) , cross-section area A and length l floats in a liquid rho(gtrho_(0) with its axis vertical, as shown. If it is slightly displaced downward and released, the time period will be :

A solid cylinder of denisty rho_(0) , cross-section area A and length l floats in a liquid rho(gtrho_(0) with its axis vertical, . If it is slightly displaced downward and released, the time period will be :

A body of density rho sinks in a liquid of density rho_(L) .The densities rho and rho_(L) are related as:

A body weighs W_(1) in a liquid of density rho_(1) and W_(2) in a liquid of density rho_(2) . What is the weight of body in a liquid of density rho_(3) ?

A body weighs W_(1) in a liquid of density rho_(1) and W_(2) in a liquid of density rho_(2) . What is the weight of body in a liquid of density rho_(3) ?

A stream line body with relative density rho_(1) falls into air from a height h_(1) on the surface of a liquid of realtive density rho_(2) , where rho_(2) gt rho_(1) . Find the time of immersion of the body into the liquid.