Figure shows as a L-shaped tube in which a liquid of density `rho` is filled. Find with what acceleration the tube is accelerated towards right so that no liquid will fall out of the tube.

In the given tube liquid density rho is filled. Find the acceleration of the tuve towards right direction such that no liquid will fall out of the tube.

In the given tube liquid density rho is filled. Find the acceleration of the tuve towards right direction such that no liquid will fall out of the tube.

Figure shows an L -shaped tube tilled with a liquid to a height H . What should be the horizontal acceleration a of the tube so that the pressure at the point A becomes atmospheric.

Figure shows an L -shaped tube tilled with a liquid to a height H . What should be the horizontal acceleration a of the tube so that the pressure at the point A becomes atmospheric.

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 vertical U -tube has two liquids 1 and 2 . The heights of liquids columns in both the limbs are h and 2h , as shown in the figure. If the density of the liquid 1 is 2rho . a. Find the density of liquid 2 . b. If we accelerate the tube towards right till the heights of liquid columns will be the same, find the acceleration of the tube.

A vertical U -tube has two liquids 1 and 2 . The heights of liquids columns in both the limbs are h and 2h , as shown in the figure. If the density of the liquid 1 is 2rho . a. Find the density of liquid 2 . b. If we accelerate the tube towards right till the heights of liquid columns will be the same, find the acceleration of the tube.

A tube in vertical plane is shown in figure. It is filled with a liquid of density rho and its end B is closed. Then the force exerted by the fluid on the tube at end B will be: [Assume the radius of the tube to be negligible in comparison to l]