Average speed = .....x Root mean square speed

What is the relation between average speed and root mean square speed for a gas ?

Define most probable speed, average speed and root mean square speed of a gas. How are they related to each other ?

The ratio between most prbable speed, average speed and root mean square speed is……

A container is filled with a simple of gas having molecules with speed alpha, 2 alpha, 3alpha, ….nalpha. The ratio of average speed to root mean square speed is

A gas bulb of 1 litre capacity contains 2.0 xx 10^(21) molecules of nitrogen exerting a pressure of 7.57 xx 10^3 Nm^(-2) . Calculate the root mean square speed and the temperature of gas molecules. If the ratio of most probable speed to the root mean square speed is 0.82, calculate the most probable speed for the molecules at this temperature.

The ratio of everage speed, most probable speed and root mean square speed of a gas sample will be

Let barv,v_(rms) and v_p respectively denote the mean speed. Root mean square speed, and most probable speed of the molecules in an ideal monoatomic gas at absolute temperature T. The mass of a molecule is m. Then

Let barv,v_(rms) and v_p respectively denote the mean speed. Root mean square speed, and most probable speed of the molecules in an ideal monoatomic gas at absolute temperature T. The mass of a molecule is m. Then

For gaseous state, if most probable speed is denoted by C^(**) average speed by barC and root square speed by C , then for a large number of molecules, the ratios of these speeds are

For gaseous state, if most probable speed is denoted by C^(**) average speed by barC and root square speed by C , then for a large number of molecules, the ratios of these speeds are