The temperature of a gas is increased from `27^@C` to `327^@C`. Show that the R.M.S. velocity of the gas molecules a higher temperature is `sqrt2` times the velocity at the initial temperature.

The temperature of a gas in increased from 27^@C to 327^@C . Show that the rms velocity of the gas molecules at higher temperature is sqrt2 times the velocity at the initial temperature.

The temperature of a gas is increased from 27 ^(@) C to 327 ^(@ ) C . Show that the rms velocity of the gas molecules at higher temperature is sqrt(2) times the velocity at the intial temperature .

Temperature of an ideal gas increases in

The temperature of a gas rises from 27^@C to 327^@C . Show that the rms speed of the gas molecules would be sqrt2 times its initial value at the final temperature.

IF the rms velocity of hydrogen gas at certain temperature is c, then the rms velocity of oxygen gas at the same temperature is

When the temperature of a gas is raised from 30^(@) C to 90^(@) C, the percentage increase in the rms velocity of the molecules will be

The temperature of a gas is increased from 77^@C to 277^@C . What will be the ratio of the initial and final kinetic energies of the gas molecules?