A bulb A containing gas at 1.5 bar pressure was connected to an evacuated vessel of 1.0 `dm^(3)` capacity through a stopcock. The final pressure of the system dropped to 920 mbar at the same temperature. What is the volume of the container A?

A bulb 'X' of unknown volume containing a gas at one atmospheric pressure is connected to an evacuated bulb of 0.5 litre capacity through a stop -cock. On opening the stop-cock, the pressure in the whole system after some time was found to have a constant value of 570 mm at the same temperature. What is the volume of the bulb X ?

A vessel containing 5 litres of a gas at 0.8 m pressure is connected to an evacuated vessel of volume 3 litres. The resultant pressure inside with be (assuming whole system to be isolated)

A vessel containing 0.1 m^(3) of air at 76 cm of Hg is connected to an evacuated vessel of capacity 0.09 m^(3) . The resultant air pressure is:

A bulb of unknown volume 'V' Contains an ideal gas at 2 atm pressure. It was connected to another evacuated bulb of volume 0.5 litre through a stopcock. When the stopcock was opened the pressure in each bulb became 0.5 atm. Then V is

A vessel containing 9 litres of an ideal gas at 760 mm pressure is connected to an evacuated 9 litre vessel. The resultant pressure is

A sample of a gas occupies 100 dm^(3) at 1 bar pressure and at 27^(o)C .If the volume of the gas is reduced to 5 dm^(3) at the same temperature, what additional pressure must be be applied?

A sample of a gas occupies 100 dm^(3) at 1 bar pressure and at 25^(o)C .If the volume of the gas is reduced to 5 dm^(3) at the same temperature, what additional pressure must be be applied?