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The equation given below, CP=CV+TV(β2/κ), links CP and CV with β and κ. Use this equation...

The equation given below, CP=CV+TV(β2/κ), links CP and CV with β and κ. Use this equation to evaluate CP−CV for an ideal gas. CP=CV+T(∂P∂T)V(∂V∂T)P=CV−T(∂V∂T)2P(∂V∂P)T CP=CV+TVβ2κorCP,m=CV,m+TVmβ2κ Express your answer in terms of some or all of the variables T, P, β, κ, n, and R

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