The volume of an ideal gas of mass m is V at pressure P and temperature TK. What is molecular weight of the gas.

"The total kinetic energy of the molecules in an ideal gas with a volume V at pressure P and temperature T is equal to the total kinetic energy of the molecules present in the same volume of another ideal gas at the same pressure and at temperature 2T"-Justify the statement.

The number of molecules in an ideal gas with a volume of V at pressure P and temperature T is 'n'. Write down the equation of state for this gas.

The density of a gas A is thrice that of a gas B at the same temperature. The molecular weight of gas B is twice that of A. what will be the ratio of the pressures acting on B and A-

The molecules of a gas A travel four times faster than the molecules of gas B at the same temperature. The ratio of molecular weight (M_A // M_B) will be

The pressure exerted by 12 g of an ideal gas at temperature t^@C in a vessel of volume V litre is one atm.when the temperature is increased by 10 degree at the same volume.the pressure increases by 10% calculate the temperature t and volume v.(molecular weight of the gas =120).

At constant temperature and pressure volume of an ideal gas (molecular mass 28g*mol^(-1) ) is 23.36 times greater than its mole number. Find out its density at the same temperature and pressure.

The volume of a given mass of dry gas at 15^(@) is 100cm^(3) . At what temperature the volume of the gas will be 125cm^(3) , keeping pressure constant.

How does the volume of a definite mass of a gas change with pressure at constant temperature?