360963 Two solids \(P\) and \(Q\) float in water. It is observed that \(P\) floats with half of its volume immersed and \(Q\) floats with \(\dfrac{2^{\text {rd }}}{3}\) of its volume is immersed. The ratio of densities of \(P\) and \(Q\) is

360964 Assertion :
A ship floats higher in the water on a high pressure day than on a low pressure day.
Reason :
Floating of ship in the water is not possible because of buoyancy force which is present due to pressure difference.

360965 Two pieces of metals are suspended from the arms of a balance and are found to be in equilibrium when kept immersed in water. The mass of one piece is \(32\;g\) and its density \(8\;g\,c{m^{ - 3}}\). The density of the other is \(5\;g\) per \(c{m^3}\). Then the mass of the other is

360966 An air balloon is floating in water above which a layer of a lighter oil is poured. As the balloon is ruptured, the level of

360963 Two solids \(P\) and \(Q\) float in water. It is observed that \(P\) floats with half of its volume immersed and \(Q\) floats with \(\dfrac{2^{\text {rd }}}{3}\) of its volume is immersed. The ratio of densities of \(P\) and \(Q\) is

360964 Assertion :
A ship floats higher in the water on a high pressure day than on a low pressure day.
Reason :
Floating of ship in the water is not possible because of buoyancy force which is present due to pressure difference.

360965 Two pieces of metals are suspended from the arms of a balance and are found to be in equilibrium when kept immersed in water. The mass of one piece is \(32\;g\) and its density \(8\;g\,c{m^{ - 3}}\). The density of the other is \(5\;g\) per \(c{m^3}\). Then the mass of the other is

360966 An air balloon is floating in water above which a layer of a lighter oil is poured. As the balloon is ruptured, the level of

360963 Two solids \(P\) and \(Q\) float in water. It is observed that \(P\) floats with half of its volume immersed and \(Q\) floats with \(\dfrac{2^{\text {rd }}}{3}\) of its volume is immersed. The ratio of densities of \(P\) and \(Q\) is

360964 Assertion :
A ship floats higher in the water on a high pressure day than on a low pressure day.
Reason :
Floating of ship in the water is not possible because of buoyancy force which is present due to pressure difference.

360965 Two pieces of metals are suspended from the arms of a balance and are found to be in equilibrium when kept immersed in water. The mass of one piece is \(32\;g\) and its density \(8\;g\,c{m^{ - 3}}\). The density of the other is \(5\;g\) per \(c{m^3}\). Then the mass of the other is

360966 An air balloon is floating in water above which a layer of a lighter oil is poured. As the balloon is ruptured, the level of

360963 Two solids \(P\) and \(Q\) float in water. It is observed that \(P\) floats with half of its volume immersed and \(Q\) floats with \(\dfrac{2^{\text {rd }}}{3}\) of its volume is immersed. The ratio of densities of \(P\) and \(Q\) is

360964 Assertion :
A ship floats higher in the water on a high pressure day than on a low pressure day.
Reason :
Floating of ship in the water is not possible because of buoyancy force which is present due to pressure difference.

360965 Two pieces of metals are suspended from the arms of a balance and are found to be in equilibrium when kept immersed in water. The mass of one piece is \(32\;g\) and its density \(8\;g\,c{m^{ - 3}}\). The density of the other is \(5\;g\) per \(c{m^3}\). Then the mass of the other is

360966 An air balloon is floating in water above which a layer of a lighter oil is poured. As the balloon is ruptured, the level of