The `rms` velocity of `CO_(2)` at temperature T(in Kelvin) is x cm `s^(-1)`. At what temperature (in Kelvin) would the `rms` velocity of nitrous oxide be `4 x cm s^(-1)`?

The rms velocity of CO_(2) at a temperature, T (in kelvin) is x eras^(1) . At what temperature (in kelvin), the rms velocity of nitrous oxide would be 4 x ems^(-1) ? (Atomic weights of C, N and O are 12, 14 and 16 respectively),

The rms velocity of CO_(2) at temperature T is 'x'cms^(-1). At what temperature the rms velocity of nitrous oxide would be 4x cm s^(-1) ?

At what temperature will the r.m.s. velocity of a gas be double its value at N.T.P. ?

Calculate the r.m.s. velocity of oxygen at 47^@ C in cm^(-1) .

The root mean squae (rms) velocity of an ideal gas at temperature T is v. If the temperature is increased to 4T, the rms velocity of the gas is

At what temperature will the R.M.S. velocity of gas be double the value at N.T.R?

At what temperature will the R.M.S. velocity of a gas be double its value at N.T.P.?