A steel ball floats in a vessel with mercury. How will the volume of the part of the ball submerged in mercury change if a layer of water completely covering the ball is poured above the mercury?

A steel ball floats in a vessel with mercury. How will be volume of the part of the ball submerged in mercury change if a layer of water completely covering the ball is poured above the mercury? If rho_(w), rho_(s) and rho_(m) are the densities of water, steel and mercury, find the ratio of these two volumes in terms in of rho_(w), rho_(s) and rho_(m) .

A cubic body floats on mercury with 0.25 fraction of its volume below the surface. What fraction of the volume of the body will be immeresed in the mercury if a layer of water poured on top of the mercury covers the body conpletely.

A cubic body floats on mercury with 0.25 fraction of its volume below the surface. What fraction of the volume of the body will be immeresed in the mercury if a layer of water poured on top of the mercury covers the body conpletely.

A steel ball is floating in a trough of mercuty. If we fill the empty part of the trough with water, what will happen to the steel ball ?

A steel ball is floating in a trough of mercuty. If we fill the empty part of the trough with water, what will happen to the steel ball ?

A steel ball is floating in a trough of mercuty. If we fill the empty part of the trough with water, what will happen to the steel ball ?

A solid body floats on mercury with a part of its volume below the surface . Will the fractional volume of the body immersed in mercury increase or decrese, if a layer of water poured on the top of mercury covers the body completely?\