Calculate for hydrogen at ` 27^(@)C`
root mean square velocity of the molecules.

Give the expression for root mean square velocity of the molecules.

Calculate at the temperature t = 16 ^@C : (a) the root mean square velocity and the mean kinetic energy of an oxygen molecule in the process of translational motion , (b) the root mean square velocity of the molecules eta = 1.50 times ?

Root mean square velocity of a gas molecule is proprotional to

Root mean square velocity of a gas molecule is proprotional to

The temperature of an ideal gas is increased from 27 ^@C to 927 ^@C . The root mean square velocity of its molecules becomes

Calculate the temperature at which root mean square velocity of N_(2) molecules is 25% more than that of molecules of hydrogen at -73^(@)C . Molecular weight of nitro-gen is 28 while that of hydrogen at is 2.