A `L` Shaped tube containing liquid of density pis accelerated horizontally with acceleration as shown in the figure. The end of tube `B` is closed while end `A` is open. If the atmospheric pressure is `Po`. Then the pressure at B is :

A sealed tank containing a liquid of density rho moves with a horizontal acceleration a, as shown in the figure. The difference in pressure between the points A and B is

A sealed tank containing a liquid of density rho moves with horizontal acceleration a as shown in the figure. The difference in pressure between two points A and B will be

A U-tube containing a liquid is accelerated horizontally with a constant acceleration a_0 . If the separation between the vertical limbs is l find the difference in the heights of the liquid in the two arms.

A liquid kept in a container has a horizontal acceleration 'a' as shown in figure. Using the pressure equation along the path ABC find the angle theta .

A liquid of density rho is filled in a U-tube, whose one end is open & at the other end a bulb is fitted whose pressure is P_(A) . Now this tube is moved horizontally with acceleration a as shown in the figure. during motion it is found that liquid in both column is at same level at equilibrium if atmospheric pressure is P_(0) then value of P_(A) is

A rectangular container moves with an acceleration a along the positive direction as shown in figure. The pressure at the A in excess of the atmospheric pressure p_(0) is (take rho as the density of liquid)

A vertical communicating tube contains a liquid of density rho . If it moves with a horizontal acceleration a , pressure at A is equal to :

A light cylindrical tube 'T' of length l and radius 'r' containing air is inverted in water (density d). One end of the tube is open and the other is closed A block 'B' of density 2d is kept on the tube as shown in the figure. The tube stays in equilibrium in the position shown. (Assume the atmosphere pressure is to be P_(0) ) Assume that density of air is very small than density of block and water. Pick up the correct statement (s)

A vessel of height H and length L contains a liquid of density rho upto height H//2 The vessel start accelerating horizontally with acceleration a towards right. If A is the point at the surface of the liquid at right . If A is the point at the surface of the liquid at right end while the vessel is accelerating and B is the point at bottom of the vessel on the other end, the difference of pressures at B and A will be

A container of cross-section area A resting on a horizontal surface, holds two immiscible and incompressible liquid of densities rho and 2 rho as shown in figure. The lower density liquid is open to the atmosphere having pressure P_(0) . The pressure at the bottom of the container is