Discussion
Match the number of phases with the degrees of freedom for a one-component system.
1. One phase 2. Two phases 3. Three phases
P. One Q. Zero R. Two
Answer: D
Correct answer: 1-R, 2-P, 3-Q
Applying \( F = 3 - P \) in turn: one phase gives two degrees of freedom and appears as an area; two phases give one and appear as a curve; three phases give zero and appear as a point. The dimensionality of each region on the diagram is the phase rule made visible.
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