Two identical container each of volume `V_(0)` are joined by a small pipe. The containers contain identical gases at temperature `T_(0)` and pressure `P_(0)`. One container is heated to temperature `2T_(0)` while maintaining the other at the same temperature. The common pressure of the gas is `P` and `n` is the number of moles of gas in container at temperature `2T_(0)`.

Two idential container joined by a small pipe initially contain the same gas at pressure p_(0) and absolute temperature T_(0) . One container is now maintained at the same temperature while the other is heated to 2T_(0) . The common pressure of the gas

Two identical containers joned by a small pipe initially contain the same gas at pressue p_(o) and abosolute temperature T_(o^.) One container is now mantained at the same temperature while the other is heated to 2T_(0^.) The commmon pressure of the gases will be

In the previous question let V_(0) be the volume of each container. All other details remain the same. The number of moles of gas in the container at temperature 2 T_(0) will be

At the same temperature and pressure , equal volumes of different gases contain the same number of

A vessel contains 1 mole of O_2 at a temperature T. The pressure of gas is P. An identical vessel containing 1 mole of the gas at a temperature 2T has pressure of -

A container contains 32 g of O_2 at a temperature T. The pressure of the gas is P. An identical container containing 4 g of H_2 at a temperature 2T has a pressure of

Two adiabatic containers have volumes V_(1) and V_(2) respectively. The first container has monoatomic gas at pressure p_(1) and temperature T_(1) . The second container has another monoatomic gas at pressure p_(2) and temperature T_(2) . When the two containers are connected by a narrow tube, the final temperature and pressure of the gases in the containers are P and T respectively. Then

One mole of an ideal monoatomic gas at temperature T_(0) expands slowely according to the law P/V=constant. If the final temperature is 2T_(0) heat supplied to the gas is -

A cylinder contains a gas at temperature of 27^(0)C and a pressure 1MPa . If the temperature of the gas is lowered to -23^(0)C , the change in pressure is