A glass container encloses a gas a pressure of `8 xx 10^(5)` pa and 300 K temperature. The container walls can bear a maximum pressure of `10^(6)` Pa. If the temperature of container is gradually increased, find the temperature at which the container will break.

A glass container encloses gas at a pressure 4 xx10^5 Pa and 300 K temperature. The container walls can bear a maximum pressure of 8 xx10^(5) Pa. If the temperature of container is gradually increased find temperature at which container will break.

A glass container encloses gas at a pressure 4 xx10^5 Pa and 300 K temperature. The container walls can bear a maximum pressure of 8 xx10^(5) Pa. If the temperature of container is gradually increased find temperature at which container will break.

A vessel contains a gas under a pressure of 5 xx 10^(5)pa . If 3//5 of the mass of the gas is flown out, What will be the gas pressure if the temperature being maintained constant,

An iron cylinder contains helium at a pressure of 250 k Pa at 300 K. The cylinder can withstand a pressure of 1 xx 10^6 Pa. The room in which cylinder is placed catches fire. Predict the temperature (in K) at which the cylinder will blow up before it melts or not (m.p.t. of the cylinder =1800K)..

Two closed containers of equal volume of air are initially at 1.05xx10^(5) Pa, and 300 K temperature. If the containers are connected by a narrow tube and one container is maintained at 300 K temperature and other at 400 K temperature. Find the final pressure in the containers.

A gas cylinder has walls that can bear a maximum pressure of 1.0xx10^(6) Pa. It contains a gas at 8.0xx10^(5) Pa and 300K. The cylinder is steadily heated. Neglecting any change in the volume calculate the temperature at which the cylinder will break.

A gas cylinder has walls that can bear a maximum pressure of 1.0xx10^(6) Pa. It contains a gas at 8.0xx10^(5) Pa and 300K. The cylinder is steadily heated. Neglecting any change in the volume calculate the temperature at which the cylinder will break.

A gas cylinder has walls that can bear a maximum pressure of 1.0xx10^(6) Pa. It contains a gas at 8.0xx10^(5) Pa and 300K. The cylinder is steadily heated. Neglecting any change in the volume calculate the temperature at which the cylinder will break.

When the temperature of a gas in a rigid container is raised, the pressure exerted by the gas on the walls of the container increases because