Certain amount of an ideal gas is contained in a closed vessel. The vessel is moving with a constant velcity `v`. The molecular mass of gas is `M`. The rise in temperature of the gas when the vessel is suddenly stopped is `(gamma C_(P) // C_(V))`

The temperature of a gas contained in a closed vessel of constant volume increases by 1^(@)C when the pressure of the gas is increased by 1% The initial temperature of the gas is

The initial temperature of a gas is 100^(@)C . The gas is contained in closed vessel . If the pressure of the gas is increased by 5% , calculate the increase in temperature of the gas :

If the pressure of an ideal gas contains in a closed vessel is increased by 0.5%, the increase in temperature is 2^(@)C . The initial temperature of the gas is

A vessel containing one gram -mole of oxygen is enclosed in a thermally insulated vessel. The vessel is next moved with a constant speed v_(0) and then suddenly stopped. The process results in a rise in the temperature of the gas by 1^(@)c . Calculate the speed v_(0) .

A vessel containing one gram -mole of oxygen is enclosed in a thermally insulated vessel. The vessel is next moved with a constant speed v_(0) and then suddenly stopped. The process results in a rise in the temperature of the gas by 1^(@)c . Calculate the speed v_(0) .