" The volume of a gas increases by a factor of "2" while the pressure decreases by a factor of "3" .Given that the "

The volume of a gas increases by a factor of 2 while the pressure decrease by a factor of 3 Given that the number of moles is unaffected, the factor by which the temperature changes is :

The volume of a gas increases by a factor of 2 while the pressure decrease by a factor of 3 Given that the number of moles is unaffected, the factor by which the temperature changes is :

The volume of a gas increases by a factor of 2 while the pressure decrease by a factor of 3 Given that the number of moles is unaffected, the factor by which the temperature changes is :

The volume of a gas increased by a factor of 2 while the pressure decrease by a factor of 3 . Given that the number of moles is unaffected, the factory by which the temperature changes is:

At 0^(@) and 760 mm Hg pressure, a gas occupies a volume of 100cm^(3) . The Kelvin temperature of the gas is increased by one fifth, while the pressure is decreased by one fifth times. Calculate the final volume of the gas.

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

If the pressure of a gas is increased by a factor 2,then the velocity of sound in it will: