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Explain what is wrong with the following statement: At any given temperature, only a single phase with the lowest Gibbs free energy is observed.
The Gibbs Phase Rule states that the number of degrees of freedom is 2 plus the number of components minus the number of phase, i.e., DF= 2 + c - pi
At any given temperature a single phase is never observed when the Gibbs free energy is present. It is the equilibrium of the two phases which makes it seem as single phase.
At lowest Gibbs free energy the system whatever may be the number of components will be in equilibrium.