A small wooden ball of density `rho` is immersed in water of density `sigma` to depth h and then released. The height H above the surface of water up to which the ball will jump out of water is

A small ball of density rho is immersed in a liquid of density sigma(gtrho) to a depth h and released. The height above the surface of water up to which the ball will jump is

A wooden ball of density rho is immersed in a liquid of density sigma to a depth H and then released. The height h above the surface of which the ball rises will be

A small ball of density r is immersed in a liquid of density sigma(gtrho) to a depth h and released. The height above the surface of water upto which the gall wall jump is

A wooden ball of density D is immersed in water of density d to a depth h//2 below the surface of water and then relased. To what height will the ball jump out of water ?

A ball of mass m and density rho is immersed in a liquid of density 3 rho at a depth h and released. To what height will the ball jump up above the surface of liqud ? (neglect the reistance of water and air).

A rubber ball of mass m and radius r is submerged in water to a depth h and released. What height will the ball jump up to above the surface of the water? Neglect ther resistance of water and air. Take water density rho .

A spherical small ball of density rho is gently released in a liquid of density sigma(rho> sigma) .The initial acceleration of the free fell of the ball will be

A ball of density rho is released from deep inside of a liquid of density 2 rho . It will move up

A rubber ball of mass 100 g and radius 5 cm is submerged in water to a depth of 1 m and released. To what height will the ball jump up above the surface of water ? (Take g= 10 m s^(-2))

The density rho of water of buk modulus B at a depth y then ocean is related to the density at surface rho_(0) by the relation