If ‘ C p ’ and C v are molar specific heats of an ideal gas at constant pressure and volume respectively, if ‘ λ ’ is ratio of two specific heats and ‘ R ’ is universal gas constant then ‘ C p ’ is equal to

Question

If ‘ C p ’ and C v are molar specific heats of an ideal gas at constant pressure and volume respectively, if ‘ λ ’ is ratio of two specific heats and ‘ R ’ is universal gas constant then ‘ C p ’ is equal to, R γ γ - 1, γ R, 1 + γ 1 - γ, R γ - 1

MARKS App · Accepted Answer

∵ C p = 1 + f 2 . R and γ = 1 + 2 f ∴ C p = 1 + 1 γ + 1 . R C p = γ . R γ - 1

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