If the temperature of gas is made `327^@C` from `27^@C` then show r.m.s velocity will become `sqrt2` times the initial velocity.

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.

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 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 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 .

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?

Temperature of an ideal gas initially at 27^@C is raised by 6^@C , The rms velocity of the gas molecule will