Speed of sound in a gas is `v` and `rms` velocity of the gas molecules is `c`. The ratio of `v` to `c` is

The speed of sound in a gas is v and the root mean square speed of gas molecules is v_(rms) . If the ratio of the specific heats of the gas is 1.5 then the ratio v//v_(rms) is

The speed of soun in a gas is v and the root mean squre speed of gas molecules is v_(rms) . If the ratio of the specific heats of the gas is 1.8, then the ratio v//v_(rms) is

The rms speed of a gas molecule is

The r.m.s velocity of the molecules of a gas is C and velocity of sound in the gas is V. The relation between V and C is

If the rms velocity of gas is v , then

If at STP , velocity of sound in a gas ( gamma = 1.5) is 600 m/s , the r.m.s. velocity of the gas molecules at STP will be

If at NTP, velocity of sound in a gas is 1150 m/s, then find out the rms velocity of gas molecules at NTP. (Given R=8.3J/mol/K, C_(P)=4.8 cal/mol/k).

The rms speed of the perfect gas molecules is doubled if.