Consider the following reaction: 2 A + 3 B2 ⇌ A2B6 The initial concentrations of A and B2 are 0.340 M and 0.470 M, respectively, with no A2B6 initially present. When the reaction comes to equilibrium, the concentration of A2B6 is found to be 8.00×10−2 M.
2A + 3 B2 <---------------------->A2 B6
0.340 0.470 0 -----------------> initial
0.340-2x 0.470-3x x -------------------> equilibrium
but x = 8.00×10−2 M. given
equilibrium concentrations:
[A] = 0.340-2x = 0.18 M
[B2] = .470 -3x = 0.23 M
[A2B6] = x = 8.00×10−2 M.
equilibrium constant :
Keq = [A2B6]/[A]^2 [B2]^2
Keq = (8.00×10−2 ) / (0.18)^2 (0.23)^3
Keq = 202.9
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