A(s)
B(g) + C(g) K P = 40 atm 2
X(s)
B(g) + E(g)
Above equilibrium is allowed to attain in a closed container and pressure of B was found to be 10 atm.
Calculate standard Gibb’s free energy change for X(s)
B(g) + E(g) at 300 K (take R = 2 cal/K/mol)
A(s)
B(g) + C(g) K P = 40 atm 2
X(s)
B(g) + E(g)
Text Solution
Verified by ExpertsC
A(s)
B(g) + C(g) X(s)
B(g) + E(g)
t = 0 – 0 0 t = 0 – 0 0
at eq. – x + y x t = eq. – (x + y) y
= P B ⋅ P C
40 = (x + y)(x)
40 = 10x
x = 4 atm
y = 6 atm
∴
= P B ⋅ P E
= (10) (6)
K P = 60 atm
Δ G 2 = –RT l nK 2
= – (300)(2.303)log60
= – (300)(2.303)(1.78)
Prepare Smarter with CGP Edu
Get practice questions, solutions, and test series in one place.
Write a Review
Share your experience with this question and solution.
Commentary
Send your comment, doubt, correction, or feedback to admin.
Similar Questions
Explore conceptually related problems