[" The ratio of average speed of an oxygen molecule to the rms speed of a nitrogen molecule at the same "],[" temperature is "]

The ratio of the average speed of an oxygen molecle to the rms speed of a nitrogen molecule at the same temperature is :

The ratio of average speed of an oxygen molcule to the RMS speed of a nitrogen molecule at the same temperature is

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 :

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

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

The ratio of the average speed of oxygen molecules to the average speed of hydrogen molecule at same temperature is

The ratio of average speed of an O_(2) molecule to the rms speed of N_(2) molecule at the same temperature is

The mass of an oxygen molecule is about 16 times that of a hydrogen molecule. At room temperature the 'rms' speed of oxygen molecules is v. The 'rms' speed of oxygen molecules is v. the 'rms' speed of the hydrogen molecules at the same temperature will be

What is the ratio of RMS and average speed of oxygen molecule?