A ball is made of a material of density rho w | vedclass

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(C) Given the density condition: $ho_{	ext{oil}} < ho < ho_{	ext{water}}$.$1$. Since oil is less dense than water,it will float on top of the

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(C) Given the density condition: $ho_{	ext{oil}} $1$. Since oil is less dense than water,it will float on top of the water layer.$2$. The ball has a density $ho$ that is greater than the density of oil $(ho > ho_{	ext{oil}})$,so it will sink through the oil layer.$3$. The ball has a density $ho$ that is less than the density of water $(ho $4$. Consequently,the ball will come to rest at the interface between the oil and the water,partially submerged in both. This corresponds to the configuration where the oil is on top and the water is at the bottom,with the ball at the boundary.

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