If the rms speed of nitrogen at a certain temperature is 3000 `ms^(-1)`, the approximate kinetic energy of one mole of nitrogen at that temperature in kJ is :

If the most probable velocity of methane at a certain temperature is 400 ms^(-1) , the kinetic energy of one mole of methane at the same temperature in J is:

Calculate kinetic energy of 5 moles of Nitrogen at 27^@C .

The rms speed of oxygen molecules at a certain temeperature is 400 m/s . What is the rms speed of nitrogen molecules at the same temperature ?

Find rms speed of Nitrogen molecules at temperature 27^(@)C .

If the rms speed of the nitrogen molecules of the gas at room temperature is 500 m/s, then the rms speed of the hydrogen molecules at the same temperature will be –

Molar mass of certain gas A is half that of B. If rms speed of molecules of A at certain temperature is 200 ms^(-1) . The rms speed of B at the temperature half that of A will be

Molar mass of certain gas A is half that of B. If rms speed of molecules of A at certain temperature is 200 ms^(-1) . The rms speed of B at the temperature half that of A will be

If the average kinetic energy of a molecule of hydrogen gas at 300 K is E , then the average kinetic energy of a molecule of nitrogen gas at the same temperature is