A vessel A has volume V and a vessel B has volume 2V. Both contain some water which has constant volume. The pressure in the space above water is p_(a) for vessel A and p_(b) for vessel B.

Two vessels A and B have volumes V and 4V respectively Both vessels contain some water The pressure in the space above water is P^(1) in vessel A and P_(2) in vessel B at temperature T which one is correct ? .

Two vessels of the same volume contain the same gas at same temperature. If the pressure in the vessels is in the ratio of 1 : 2, then

A vessel of volume 3V contains a gas at pressure 4 P_(0) and another vessel of volume 2V contains same gas at pressure 1.5 P_(0) . Both vessels have same temperature. When both vessels are connected by a tube of negligible volume, the equilibrium is IP_(0) , where I is an integer. Find the value of I .

A vessel of volume 3V contains a gas at pressure 4 P_(0) and another vessel of volume 2V contains same gas at pressure 1.5 P_(0) . Both vessels have same temperature. When both vessels are connected by a tube of negligible volume, the equilibrium is IP_(0) , where I is an integer. Find the value of I .

A closed vessel A having volume V contains N_(2) at pressure P and temperature T. another closed vessel B having the same volume V contains. He at the same pressure P. but temperature 2T. The ratio of masses of N_(2) and He in the vesses A and B is

A closed vessel A having volume V contains N_(2) at pressure P and temperature T. another closed vessel B having the same volume V contains. He at the same pressure P. but temperature 2T. The ratio of masses of N_(2) and He in the vesses A and B is

Two vessels A and B with rigid walls containing ideal gases. The pressure, temperature and the volume are P_(1), T_(1), V in the vessel A and P_(2), T_(2), V in the vessel B . The vessels are now connected through a small tube. In equilibrium, pressure P and temerature T becomes same in two vessels. Find the value of P//T .