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A small spherical ball of radius r is re...

A small spherical ball of radius `r` is released from its completely submerged Position (as shown in the figure) in a liquid whose density varies with height `h` (measured from the bottom) as `rho_(L)=rho_(0)[4-(3h//h_(0))]`.The density of the ball is (`5//2)rho_(0)`. The height of the vessel is `h_(0)=12//pi^(2)` Consider `r lt lt h_(0)` and `g = 10 m//s^(2)`.

Where will the ball come in the equilibrium?

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