Question:
The degrees of freedom for a system consisting a gaseous mixture of \( N_2 \), \( H_2 \), and \( NH_3 \) is
The degrees of freedom for a system consisting a gaseous mixture of \( N_2 \), \( H_2 \), and \( NH_3 \) is
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For single-phase gas systems, degrees of freedom = number of components + 1.
Updated On: May 29, 2025
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The Correct Option is D
Solution and Explanation
Using Gibbs' phase rule: \( F = C - P + 2 \)
Where:
\( C = 3 \) (components: \( N_2 \), \( H_2 \), \( NH_3 \))
\( P = 1 \) (single gaseous phase)
\[ F = 3 - 1 + 2 = 4 \]
Where:
\( C = 3 \) (components: \( N_2 \), \( H_2 \), \( NH_3 \))
\( P = 1 \) (single gaseous phase)
\[ F = 3 - 1 + 2 = 4 \]
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