How many degrees of freedom have the gas molecules, if under standard conditions the gas density is `1.3 kg m^(-3)` and the velocity of sound propagation in it is `C=330 m s^(-1)`.

How many degress of freedom have the gas molecules, if under standard conditions the gas density is rho = 1.3 kg//m^3 and velocity of sound propagation o it is v = 330m//s ?

How many degress of freedom have the gas molecules, if under standard conditions the gas density is rho = 1.3 kg//m^3 and velocity of sound propagation o it is v = 330m//s ?

What is the degree of freedom of gas? If at STP, the velocity of sound in it is 330 m/s, gas density = 1.3 mg/ cm^3

Under standard conditions the density of a gas is (1400)/(1089) kg m^(-3) and the speed of sound progagation in it is 330 ms^(-1) then the number of degrees of freedom of the gas molecules is

The density of a polyatomic gas in stantard conditions is 0.795 kg m^(-3) . The specific heat of the gas at constant

The density of a polyatomic gas in stantard conditions is 0.795 kg m^(-3) . The specific heat of the gas at constant

In a mixture of gases, the average number of degrees of freedom per molecule is 6. the rms speed of the molecules of the gas is C. the velocity of sound in the gas is

In a mixture of gases, the average number of degrees of freedom per molecule is 6. the rms speed of the molecules of the gas is C. the velocity of sound in the gas is

The root mean square velocity of gas molecules of 0^(@)C will be if at N.T.P. its density is 1.43 kg/ m^(3)