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Starting with an expression for U(S,V) , show that π(v) = (dU/dV)T is given by π(v)=...

Starting with an expression for U(S,V) , show that π(v) = (dU/dV)T is given by π(v)= (dp/dT)V - p .

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Answer #1

10 giren videre a fund Giren, U is a function of s&v U . f (sv) du audas - av. from 1st & 2nd laws of the modynamics, du - Td

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