Question: This question has several parts that must be completed sequentially. Derivation Show that (E) = KPT2( In(Q) aT N, V and Ta In(Q) ) S

 This question has several parts that must be completed sequentially. Derivation

This question has several parts that must be completed sequentially. Derivation Show that (E) = KPT2( In(Q) aT N, V and Ta In(Q) ) S = KB In(Q) + KBT (- aT N, V are consistent with (aT) v and (av) = + + ( av) ] Step 1 of 3 Solve ( E) = KBT2( In(Q) ) aT N , V for the following. (Use the following as necessary: (E), KB, Q, and T.) KBT - IN .V Substitute into S = KB In(Q) + KBT - ( a In(Q) ) aT IN, V to give a new equation for S. (Use the following as necessary: (E), KB, Q, and T.) S: Submit

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