Under the same conditions of temperature and pressure, the rate of diffusion of hydrogen gas is four times that of oxygen gas-explain.

At a given temperature ad pressure, the rate of diffusion of a gas is :

Under same conditions of temperature and pressure the vapour density of an elementary gas is 5 times than that of oxygen. Calculate the relative atomic mass of the gas if it is diatomic in nature.

At same temperature and pressure, the rate of diffusion of hydrogen gas is 3 sqrt( 3) times that of a hydrocarbon having molecular formula, C_(n) H_(2n-2) .The value of n is

If helium and oxygen gas are allowed to escape out of a container containing equal amount of He and O_2 under slmllar conditions of temperature and pressure the ratio of rate of diffusion of O_2 to that of He is

If helium and oxygen gas are allowed to escape out of a container containing equal amount of He and O_2 under slmllar conditions of temperature and pressure the ratio of rate of diffusion of O_2 to that of He is

For the diffusion of a gas at pressure P, the rate of diffusion is expressed by

For the diffusion of a gas at pressure P, the rate of diffusion is expressed by