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b ) Derive the equilibrium constant ( K ) from the standard gibbs - energy change ( G 0 ) with the fundamental property relation

b $)$ Derive the equilibrium constant $(K)$ from the standard gibbs $-$ energy change $(G^{0})$ with the fundamental property relation for single $-$ phase systems include an expression for the total differential of the Gibbs energy: $d (n G) = (n V) d P - (n S) d T +_{i}_{i} d n_{i}$

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b ) Derive the equilibrium constant ( K ) from the standard gibbs - energy change ( G 0 ) with the fundamental property relation

b) Derive the equilibrium constant (K) from the standard gibbs-energy change (G0) with the fundamental property relation for single-phase systems include an expression for the total differential of the Gibbs energy: d(nG)=(nV)dP-(nS)dT+iidni

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b $)$ Derive the equilibrium constant $(K)$ from the standard gibbs $-$ energy change $(G^{0})$ with the fundamental property relation for single $-$ phase systems include an expression for the total differential of the Gibbs energy: $d (n G) = (n V) d P - (n S) d T +_{i}_{i} d n_{i}$