A vessel of volume `V=0.03m^(3)` contains an ideal gas at `0^(@)C`. After a portion is let out, the presure in the vessel decreases by `Deltap=0.78atm` (the temperature remaining constant). Find the mass of the released gas. The density under normal conditions is `rho_(0)=1.3kg m^(-3)`

A vessel of volume V contains ideal gas at the temperature T0^(@)C . After a portion of the gas the been let out , the pressure in the vessel decreased by Deltap ( the temperature remaining constant). . Find the mass ofthe re.leased gas.The gas density under the noraml conditions rho

A vessel of volume V = 30 1 contains ideal gas at the temperature 0 ^@ C . After a portion of the gas has been let out, the pressure in the vessel decreased by Delta p = 0.78 atm (the temperature remaining constant). Find the mass of the released gas. The gas density under the normal conditions rho = 1.3 g//1 .

A vessel of volume V contains ideal gas having mass density rho at temperature T and pressure P. After a portion of the gas is let out, the pressure in the vessel is decreased by Delta P. The mass of the released gas is

A vessel of volume 8.0xx10^(-3) m^(3) contains an ideal gas at 300K and 200kPa. Calulate the amount of the gas (in moles) leaked assuming that the tenperature remains constant.

A perfectly conducting vessel of volume V = 0.4m^3 contains an ideal gas at constant temperature T = 273 K . A portion of the gas is let out and the pressure of the falls by Delta p = 0.24 atm . (Density of the gas at (STP) is rho = 1.2 kg//m^3 ). Find the mass of the gas which escapes from the vessel.

A perfectly conducting vessel of volume V = 0.4m^3 contains an ideal gas at constant temperature T = 273 K . A portion of the gas is let out and the pressure of the falls by Delta p = 0.24 atm . (Density of the gas at (STP) is rho = 1.2 kg//m^3 ). Find the mass of the gas which escapes from the vessel.

A vessel of volume 50 litre contains an ideal gas at 0^@ C . A portion of the gas is allowed to leak out from it under isothermal conditions so that pressure inside falls by 0.8 atmosphere. The number of moles of gas leaked out is nearly:

A vessel of volume 50 litre contains an ideal gas at 0^@ C . A portion of the gas is allowed to leak out from it under isothermal conditions so that pressure inside falls by 0.8 atmosphere. The number of moles of gas leaked out is nearly:

A vessel of volume 8.0xx10^(-3) m^(3) contains an ideal gas at 300K and 200kPa. The gas is allowed to leak till the pressure falls to 125kPa. Calculate the amount of the gas (in moles) leaked assuming that the temperature remains constant.