The ratio of r.m.s speed to the r.m.s angular speed of a diatomic gas at certain temperature is (assume m =mass of one molecule, M=molecular mass, I=moment of inertia of the molecules )

The ratio of average speed of an oxygen molecule to the r.m.s. speed of a N_(2) molecule at the same temperature is :

What will be the r.m.s. speed of a gas at 800^(@)K ?

The rms speed of oxygen molecules at a certain temeperature is 400 m/s . What is the rms speed of nitrogen molecules at the same temperature ?

The r.m.s. velocity of a gas at a certain temperature is sqrt(2) times than that of the oxygen molecules at that temperature. The gas can be

At what temperature is the r.m.s velocity of a hydrogen molecule equal to that of an oxygen molecule at 24^@C ?

If the rms speed of the nitrogen molecules of the gas at room temperature is 500 m/s, then the rms speed of the hydrogen molecules at the same temperature will be –

A sample of gas is at 0∘C .The temperature it must be raised to,in order to double the r.m.s speed of the molecule is

The root mean spuare (rms) speed of hydrogen molecules at a certain temperature is 300m/s. If the temperature is doubled and hydrogen gas dissociates into atomic hydrogen the rms speed will become

The ratio of the R.M.S.Velocities of Hydrogen and oxygen molecules at the same temperature is.

The r.m.s speed of the molecules of an ideal gas Is V_0 If pressure of the gas is halved but temperature is kept constant then r.m.s. speed of the gas molecule will be