A closed cubical box is completely filled with water and is accelerated horizontally towards right with an acceleration a. The resultant normal force by the water on the top of the box.

A closed rectangular tank is completely filled with water and is accelerated horizontally with an acceleration towards the righ. Pressure is i. maximum and ii. minimum at

A rectangular box is completely filled with a liquid of density rho , as shown in Fig. The box is accelerated horizontally with a constant acceleration a. Determine the gauge pressures at the four points A, B, C and D .

A vessel filled with water is moving horizontally with constant acceleration w . What shape will the surface of the liquid have?

An open cubical tank completely filled with water is kept on a horizontal surface. Its acceleration is then slowly increasesd to 2m//s^(2) as shown in the figure. The side of the tank is 1m. Find the mass of water that would spill out of the tank.

A cubical contaienr of side length L is filled completely with water. The container is closed. It is acclerated horizontally with acceleration a. Density of water is rho . (a) Assuming pressure at point 1 (upper right corner) to be zero, find pressure at point 2 (upper left corner). (b) Pressure at point 4, at a distance h vertically below point 2 , is same as pressure at lower right corner 3. find h.

A box 'A' is lying on the horizontal floor the compartment of a train running along horizontal ralls from left to right. At time 't', it decelerates. Then the resultant contact force R by the floor on the box is given best by :

A beaker filled with water, is accelerated at a rate a m/s^(2) in forward direction. The surface of water shall make an angle

An open cubical tank was initially fully filled with water. When the tank was accelerated on a horizontal plane along one of its side it was found that one thrid of volume of water was spilled out. The acceleration was

A ball of density ais released from rest from the centre of an accelerating sealed cubical vessel completely filled with a liquid of density rho . If the trough moves with a horizontal acceleration veca_(0) find the initial acceleration of the ball.