Three containers of same base area, same height are filled with three different liquids of same mass as shown in the figure. If `F_(1),F_(2),F_(3)` are the force exerted by the liquid on the base of the container in case I, and II respectively, then we have the relation:

Three vessels A,B,and C of different shapes contain a water upto the same height as shown in the figure . P_(A) ,P_(B) ,and P_(C) be the pressure exerted by the water at the bottom of the vessels A ,B and C respectively . Then

Three vessels A,B,and C of different shapes contain a water upto the same height as shown in the figure . P_(A) ,P_(B) ,and P_(C) be the pressure exerted by the water at the bottom of the vessels A ,B and C respectively . Then

Three identical vessels are filled with equal masses of three different liquids A, B and C. The pressure at the base will be

Statement I: In the three cases shown in the figure, force exerted by liquid on three vessels is the same. Statement II: Pressure at the bottom in each case is same.

Statement I: In the three cases shown in the figure, force exerted by liquid on three vessels is the same. Statement II: Pressure at the bottom in each case is same.

Two vessels A and B of different shapes have the same base area and are filled with water up to the same height h (see figure). The force exerted by water on the base is F_(A) for vessel A and F_(B) for vessel B . The respective weights of the water filled in vessels are W_(A) and W_(B) . Then

Two vessels A and B of different shapes have the same base area and are filled with water up to the same height h (see figure). The force exerted by water on the base is F_(A) for vessel A and F_(B) for vessel B . The respective weights of the water filled in vessels are W_(A) and W_(B) . Then

Two identical cylindrical vessels have the same base area but are filled with different volumes of water . The forces on the bases of the two vessels are same ?