`28 g "of" N_2` gas is contained in a flask at a pressure of `10 atm` and at a temperature of `57^@ C`. It is found that due to leakage in the flask, the pressure is reduced to half and the temperature to `27^@ C`. The quantity of `N_(2)` gas that leaked out is.

Nitrogen gas N_2 of mass 28 g is kept in a vessel at pressure of 10 atm and temperature 57^@ C . Due to leakage of N_2 gas its pressure falls to 5 atm and temperature to 26^@ C . The amount of N_2 gas leaked out is

Nitrogen gas N_2 of mass 28 g is kept in a vessel at pressure of 10 atm and temperature 57^@ C . Due to leakage of N_2 gas its pressure falls to 5 atm and temperature to 26^@ C . The amount of N_2 gas leaked out is

A vessel containing 1 g of oxygen at a pressure of 10 atm a temperature of 47^(@)C . It is found that because of a leak, the pressure drops to 5//8th of its original value and the temperature falls to 27^(@)C . Find the volume of the vessel and the mass of oxygen that is leaked out.

A vessel containing 1 g of oxygen at a pressure of 10 atm a temperature of 47^(@)C . It is found that because of a leak, the pressure drops to 5//8th of its original value and the temperature falls to 27^(@)C . Find the volume of the vessel and the mass of oxygen that is leaked out.

A vessel containing 1 g of oxygen at a pressure of 10 atm a temperature of 47^(@)C . It is found that because of a leak, the pressure drops to 5//8th of its original value and the temperature falls to 27^(@)C . Find the volume of the vessel and the mass of oxygen that is leaked out.

A cylinder contains oxygen at pressure of 28 atm and at a temperature of 300 K. the mass of oxygen the gas, the pressure is found to be 7 atm and the temperature is 200 K. what mass of the gas has been used?

A gas is enclosed in a vessel at a pressure of 2.5 atm . Due to leak in the vessel., after some time the pressure is reduced to 2 atm , temperature remaining unchanged. The percentage of gas that has leaked out is

A vessel is filled with an ideal gas at a pressure of 20 atm and is at a temperature of 27@C . One-half of the mass is removed from the vessel and the temperature of the remaining gas is increased to 87^@C .At this temperature the pressure of the gas will be