The temperature of a hydrogen and helium mixture is `T = 300 K`. At what value of the molecules velocity `v` will the Maxwell distribution function `F (v)` yield the same magnitude for both gases ?

In the case of gaseous nitrogen find : (a) the temperature at which the velocities of the molecules v_1 = 300 m//s and v_2 = 600 m//s are associated with equal values of the Maxwell distribution friction F (v) , (b) the velocity of the molecules v at which the value of the Maxwell distribution function F (v) for the temperature T_0 will be the same as that for the temperature eta times higher.

At what temperature the rms velocity of helium molecules will be equal to that of hydrogen molecules at NTP ?

The velocity of molecules of a gas at temperature 120 K is v. At what temperature will the velocity be 2v?

The mean speed of the molecule at temperature T is ______ if the molecules obey maxwell's distribution of velocity law.

Determine the gas temperature at which (a) the root mean square velocity of hydrogen molecules exceeds their most probable velocity by Delta v = 400 m//s , (b) the velocity distribution function F (v) for the oxygen molecules will have the maximum value at the velocity v = 420 m//s .