Cp Is Greater Then Cv

For an ideal gas , the specific heat at constant pressure C_p is greater than the specific heat at constant volume C_v This is because

Define the two principle specific heats of a gas. Explain wy molar specific heat at constant pressure (C_p) is greater than the molar specific hat at constant comlume (C_V) ?

For a gas, molar specific heat in a process is greater then C_V . Which of the following relation is possible?

C_p is always greater than C_v for a gas, which of the following statements provide, partly or wholly, the reason for this? (i) No work is done by a gas at constant volume (ii) When a gas absorbs heat at constant pressure, its volume must change (iii) For the same change in temperature, the internal energy of a gas changes by a smaller amount at constant volume that at constant pressure (iv) The internal energy of an ideal gas is a function only of its temperature

Profit If the selling price (S.P.) of an article is greater than the cost price (C.P.) the difference between the selling price and cost price is called profit.

n mole of He and 2n mole of O_2 is mixed in a container. Then (C_p/C_v)_(mix) will be

Given the , C_p-C_v=R and gamma=(C_p)/(V_v) where C_p =molar specific heat at constant pressure C_v =molar specific heat at constant volume. Then C_v =

The molar specific heats of an ideal gas at constant pressure and volume arc denoted by C_P and C_V respectively. If gamma = (C_P)/(C_V) and R is the universal gas constant, then C_V is equal to