Two identical tanks contain water and a liquid of density `0.8 g cm^(-3)`. Pressure exerted by the liquid is equal to the pressure due to water column of 50 cm. Find the height of the liquid column in the tank ?

The pressure exerted by a liquid column at the bottom of the liquid container is

Prove that the pressure exerted by water at the bottom of the container depends on the height of its column.

If the excess pressure inside a soap bubble of radius 5 mm is equal to the pressure of a water column of hight 0.8 cm, then the surface tension of the soap solution will be

A beaker containing a liquid of density rho moves up with an acceleration a . The pressure due to the liquid at a depth h below the free surface of the liquid is.

Two identical containers A and B are filled with two different liquids of equal masses. The level of the liquid in container A is found to be one-fourth of the level of the liquid in container B. What is the ratio of thedensity of two liquids? If the density of he liquid in the container A is 2 " g " cm^(-3) , then find the density of the mixture of the two liquids.

The pressure exerted by a liquid column at rest is _______to the product of height of the liquid column,gravitational acceleration and density of the liquid.

The height of mercury which exerts the same pressure as 20 cm of water column, is