The pressure of a gas is increased by `50%` at constant temperature. The decrease in volume will be nearest to

A certain amount of an ideal gas is enclosed in a cylinder fitted with a movable piston. What would be the changes of the volume of the gas in the following processes? (i) The pressure of the gas is reduced by 25% at constant temperature. (ii) The temperature of the gas is increased by 50% constant pressure.

If the volume of an ideal gas decreased by 5% at constant pressure, the increase of pressure is

When the volumn of a gas is decreased at constant temperature the pressure increases because the molecules

A given mass of ideal gas has volume V at pressure P and room temperature T . Its pressure is first increased by 50% and then decreased by 50% (both at constant temperature). The volume becomes

If the temperature of a gas is increased by 1K at constant pressure its volume increase by 0.0035 of the initial volume. The temperature of the gas is

The percentage change in the pressure of a given mass of a gas at constant temperature is 50% (increases). Calculate the percentage in the pressure of the gas.

A vessel is filled with some gas at 76cm of Hg. If the mass of the gas in the vessel is increased by 50% at the same temperature then pressure of the gas in the vessel is

(A) : At constant temperature, when pressure of a gas is increased by 10%, then volume decreases by less than 10%. ( R) : At constant temperature the volume of gas is inversely proportional to the pressure acting on it.

By increasing temperature of a gas by 6^@ C its pressure increases by 0.4%, at constant volume. Then initial temperature of gas is

By increasing temperature of a gas by 6^@ C its pressure increases by 0.4%, at constant volume. Then initial temperature of gas is