An open cubical container of side 'H' is filled with a liquid up to height `(H)/(4)` . Mass of liquid inside container is 'm' (neglect atmospheric Pressure). When container is moved with maximum possible acceleration what will be the value of force applied by liquid on front wall parallel to plane of paper ?

A container filled with liquid up to height h is placed on a smooth horizontal surface. The container is having a small hole at the bottom. As the liquid comes out from the hole, the container moves in a backward direction with acceleration a and finally, when all the liquid is drained out, it acquires a velocity v . Neglect mass of the container. In this case

A container filled with liquid up to height h is placed on a smooth horizontal surface. The container is having a small hole at the bottom. As the liquid comes out from the hole, the container moves in a backward direction with acceleration a and finally, when all the liquid is drained out, it acquires a velocity v . Neglect mass of the container. In this case

A container (see figure) contains a liquid upto a height h. The density of the liquid is The gauge pressure at point P is (rho gh )/(x ) . Find the value of x

A liquid of mass 1 kg is filled in a flask as shown in figure. The force exerted by the flask on the liquid is (g=10m//s^(2)) [Neglect atmospheric pressure]:

Two liquid columns of same height 5m and densities rho and 2rho are filled in a container of uniform cross sectional area. Then ratio of force exerted by the liquid on upper half of the wall to lower half of the wall is.

Two liquid columns of same height 5m and densities rho and 2rho are filled in a container of uniform cross sectional area. Then ratio of force exerted by the liquid on upper half of the wall to lower half of the wall is.

A container contains an incompressible and non - viscous liquid of density rho and is filled upto a height H . Now if container is moved towards right with an acceleration a then find the horizontal force exerted by liquid on the face ABCD of container . Assume container have enough height so that liquid does not fall outside the container .

A container contains an incompressible and non - viscous liquid of density rho and is filled upto a height H . Now if container is moved towards right with an acceleration a then find the horizontal force exerted by liquid on the face ABCD of container . Assume container have enough height so that liquid does not fall outside the container .