Solve the foregoing problem, assuming that the discs are located in an ultra-rarefied gas of molar mass `M`, at temperature `T` and under pressure `p`.

A gas can be liquefied at temperature T and pressure P provided

A gas can be liquefied at temperature T and pressure P if-

The ratio of the velocity of sound in a monatomic gas to that in a triatomic gas having same molar mass , under similar conditions of temperature and pressure , is ………….

A vessel contains 1 mole of O_2 gas (relative molar mass 32) at a temperature T. The pressure of the gas is P. An identical vessel containing one mole of He gas (relative molar mass 4) at temperature 2T has a pressure of

A vessel contains 1 mole of O_2 gas (relative molar mass 32) at a temperature T. The pressure of the gas is P. An identical vessel containing one mole of He gas (relative molar mass 4) at temperature 2T has a pressure of

A vessel contains 1 mole of O_2 gas (relative molar mass 32) at a temperature T. The pressure of the gas is P. An identical vessel containing one mole of He gas (relative molar mass 4) at temperature 2T has a pressure of