Solution.
"\\Delta G = -RT \\sum(ni \\times ln(P\/Pi))"
"\\Delta G = -8.31 \\times 298(2 \\times ln(\\frac{5}{2}) + 4 \\times ln(\\frac{5}{3})) = -9598.16 J\/mol"
"V = \\frac{n \\times R \\times T}{p}"
V(H2) = 0.0244 m3
V(N2) = 0.0326 m3
V(sum) = 0.0570 m3
"\\Delta G = -RT \\sum (ni \\times ln(V\/Vi))"
"\\Delta G = -8.31 \\times 298(2 \\times ln(\\frac{0.0570}{0.0244}) + 4 \\times ln(\\frac{0.0570}{0.0326})) = -9736.86 J\/mol"
Answer:
"\\Delta G (V=const) = -9598.16 J\/mol"
"\\Delta G(p = const) = -9736.86 J\/mol"
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