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Insert the following: Ci Zap = Lexp KBT To prove the following: U S = NkgIn Zsp + NKBT aln / sp = Nko In

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Insert the following: Ci Zap = Lexp KBT To prove the following: U S = NkgIn Zsp + NKBT aln / sp = Nko In exp + KBT T Ci U = NKBT2 aT n ZBe = A exp KBT i F = -NKBTIn Zap = -NEBTIn exp KET

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