Conside a cubical vessel of edge a having a small hole in one of its walls is r. At time `t=0` , it contains air at atmospheric pressure `p_(a) and temperature `T_(0)` . The temperature of the surrouding air is `T_(a)(gtT_(0)` . Find the amount of the gas (in moles) in the vessel at time t. Take `C_(v)` of air to be 5 R//2`.

Consider a cubical vessel of edge a having a small hole in one of its walls. The total thermal resistance of the walls is r. At time t=0 , it contains air at atmospheric pressure p_(a) and temperature T_(0) . The temperature of the surrounding air is T_(a) (gtT_(0)) . Find the amount of the gas (in moles) in the vessel at time t. Take C_(v) of air to be 5 R//2 .

A container having 3 mole of gas occupies 60 litre at pressure P and temperature T if 0.2 mole of gas are introduced at same P and T Find the change in volume .

Two closed vessels of equal volume contain air at P_(0) pressure, T_(0) temperature and are connected through a narrow tube, If one of the vessels is now maintained at T_(0) and other at T, what will be the pressure in the vessels?

Two closed vessels of equal volume containing air at pressure P_(1) and temperature T_(1) are connected to each other through a narrow tube. If the temperature in one of the vessels is now maintained at T_(1) and that in the other at T_(2) , what will be the pressure in the vessels?

Two closed vessels of equal volume containing air at pressure P_(1) and temperature T_(1) are connected to each other through a narrow tube. If the temperature in one of the vessels is now maintained at T_(1) and that in the other at T_(2) , what will be the pressure in the vessels?

Two closed vessels of equal volume containing air at pressure P_(1) and temperature T_(1) are connected to each other through a narrow tube. If the temperature in one of the vessels is now maintained at T_(1) and that in the other at T_(2) , what will be the pressure in the vessels?