Using expression for pressure exerted by gas, deduce expression for ,
root mean square velocity of a molecule of a gas.

The pressure exerted by a gas is proportionai to

Derive an expression for pressure exerted by liquid column.

The mean energy of a molecule of an ideal gas is

Select and write the most appropriate answer from the given alternatives for each sub-questions:- If the absolute temperature of a gas is increased 3 times, the root mean square velocity of the molecules of the gas will be

Derive an expression for pressure exerted by the gas on the basis of kinetic theory of gases.

Define the following terms.- Root mean square velocity.

Kinetic energy of a gram molecule of the gas is

Derive an expression for pressure exerted by a fluid at rest and at a depth of h below the free surface.

Temperature of a gas is 0 ^@C . Its root mean square velocity will be double at...........

Derive an expression for pressure-volume work.