Polyatomic molecule has `3` translational,`3` rotational degrees of freedom.The molar specific heat ratio `(gamma=(C_(P))/(C_(V)))`,for this gas is ?

A gas that has 3 degrees of freedom is

A gas have 3 translation and 2 Rotational degree of freedom. Find (C_p)/(C_v) ?

If a gas has n degrees of freedom ratio of specific heats of gas is

Each molecule of a gas has F degrees of freedom . The ratio (C_(p))/(C_(V))=gamma for the gas is

If f denotes the degree of freedom of a gas, the ratio of two specific heats (C_(P))/(C_(V)) is given by

The correct relation between the degrees of freedom f and the ratio of specific heat gamma is:

The ratio fo two specific heat (C_(P))/(C_(V)) of CO is

A molecule of a gas has six degrees of freedom Then , the molar specific heat of the gas at constant volume is

If one mole of the polyatomic gas is having two vibrational modes and beta is the ratio of molar specific heats for polyatomic gas (beta= (C_(p))/(C_(V))) then the value of beta is :