Question: Gibb's Phase Rule says that ( mathbf { P } + mathbf { F } = mathbf { C } +

Gibb's Phase Rule says that \(\mathbf{P}+\mathbf{F}=\mathbf{C}+\mathbf{2}\), where P is
number of phases, \( C \) is number of components and \( F \) is degrees of freedom.
a. In the context of the Gibb's Phase Rule, invariant means \(\mathrm{F}=\)
b. In a 1-component system, the maximum number of phases that can be present all at once is
c. In a 2-component system, the maximum number of phases that can present all at once is
d. In a 3-component system, the maximum number of phases that can present all at once is
e. If the pressure is held constant at 1 atm pressure, the maximum number of phases that can present all at once for a 2-component system is .
Gibb's Phase Rule says that \ ( \ mathbf { P } +

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