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 a gas be double its value at N.T.P.?

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