If cp and cv denote the specific heats (per unit mass) of an ideal gas of molecular weight M, then
- cp - cv = RM2
- cp - cv = R
- cp - cv = RM
- cp - cv = MR
Answer
(3) cp - cv = RM
Solution
For molar specific heats (Mayer's relation): Cp - Cv = R
Specific heat per unit mass = molar specific heat molecular weight: cp = CpM, cv = CvM
cp - cv = Cp - CvM = RM
Answer: (3)