Two vessels A and B have the same base area and contain water to the same height but the mass of water in A is four times that in B. The ratio of the liquid thrust at the base of A to that at the base of B is

Two vessels have different base area. They are filled with water to the same height. If the amount of water in one be 6 times that in the other, then the ratio of pressure on their botton will be

Two vessels have different base area. They are filled with water to the same height. If the amount of water in one be 4 times that in the other, then the ratio of pressure on their bottom will be

Two vessels have different base area. They are filled with water to the same height. If the amount of water in one be 6 times that in the other, then the ratio of pressure on their botton will be

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

A cone and a cylinder have the same base. Find the ratio of their heights it their volumes are equal.

A cylinder, a cone and a hemisphere are of equal base and have the same height, then the ratio of their volumes is

A cone and a cylinder are having the same base.Find the ratio of their heights if their volumes are equal.

A cone and a cylinder are having the same base. Find the ratio of their heights if their volumes are equal.