The vessel containing `10` litre of ideal gas at `950mm` of Hg is connected to an evacuated `9` litre vessel at constant temperature.What is the common pressure.

A valve between a 5 litre tank in which the gas pressure is 9 atm and a 10 litre tank containing gas at 6 atm is opened and pressure equilibration ensures at a constant temperature. What is the final pressure (in atm) in the two tanks ?

The volume of a given mass of a gas in a vessel is reduced to half at constant temperature what is the change in pressure?

For an ideal gas, number of moles per litre in terms of its pressure P, gas constant R and temperature T is

Vessel A contains an ideal gas at a pressure 5xx10^(5) Pa and is connected with a heat source which maintains its temperature at 300 K . Another vessel B which has four time greater inner volume contains the same gas at a pressure 10^(5) Pa and is connected to a heat source which maintains its temperature at 400 K . What will be the pressure of entire system if two vessels are connected by a narrow tube tap:-

The vapour pressure of water at 80^(@)C is 355 mm of Hg. 1 L vessel contains O_(2) at 80^(@)C , which is saturated with water and the total pressure being 760 mm of Hg. The contents of the vessel were pumped into 0.3 L vessel at the same temperature. What is the partial presure of O_(2) ?

Two spherical vessel of equal volume are connected by a n arrow tube. The apparatus contains an ideal gas at one atmosphere and 300 K . Now if one vessel is immersed in a bath of constant temperature 600 K and the other in a bath of constant temperature 300 K . then the common pressure will be

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?

The pressure of a given mass of a gas contained in a vessel at constant temperature is reduced to half. Calculte the change in volume of the gas

If 1 litre of a gas A at 500 mm and 0.5 litre of gas B at 800 mm are taken in a 2−litre bulb, the resulting pressure is:

Three closed rigid vessels, A, B and C, which initially contain three different gases at different temperatures are connected by tube of negligible volume, without any energy transfer with surroundings. The vessel A contain 2 mole Ne gas, at 300 K, vessel 'B' contain 2 mole SO_(2) gas at 400 K and vessel 'C' contain 3 mole CO_(2) gas at temperature 500 K. What is the final pressure (in atm) attained by gases when all valves of connecting three vessels are opened and additional 15.6 kcal hear supplied to vessels through valve. The volume of A, B and C vessel is 2, 2 and 3 litre respectively Given :R =2 calorie/mol-K, C_(v)(Ne)=3//2R,C_(v)(CO)=5//2R and C_(v)(SO_(2))=3R