The relation between rms velocity, `v_(rms)` and the most probable velocity, `v_(mp)`, of a gas is

Give the relationship between r.m.s velocity, average velocity and most probable velocity.

The root mean square velocity, V_(rms) ,the average velocity v_(av) and the most probable velocity, v_(mp) of the molecules of the gas are in the order

The root mean square velocity, V_(ms ,the average velocity v_(av) and the most probable velocityv_mp of the molecules of the gas are in the order

For a gas at a temperature T the Root mean square velocity v_(rms) ,the most probable speed v_(mp) ,and the average speed a_(av) obey the relationship

Determine the rms velocity, average velocity and most probable velocity of H_(2) molecules at 300 K.

Choose the correct relation between the rms speed (V_(rms)) of the gas molecules and the velocity of sound in that gas (V_(s)) in identical situations of pressure and temperature.

At what temperatures rms velocity, average velocity & most probable velocity of O_(2) molecules will be 1500 m*s^(-1) ?

If the rms velocity of gas is v , then