2XY2(g) + Y2(g) -> 2XY3(g)
(delta)Hf(kj/mol) S(J/K*mol)
XY2(g) -296.3 262.3
Y2(g) 0 205.4
XY3(g) -403.4 275.2
Determine the value of the equilibrium constant at 25*C.
DH0rxn = 2*DH0f,XY3 - (1*DH0f,Y2 + 2*DH0f,XY2)
= (2*-403.4)-(1*0+2*-296.3)
= -214.2 kj
DS0rxn = 2*S0f,XY3 - (1*S0f,Y2 + 2*S0f,XY2)
= (2*275.2)-(1*205.4 + 2*262.3)
= -179.6 j/mol.k
dg0 = DH0rxn - TDS0rxn
T = 298 k
dG0 = (-214.2*10^3)-(298*-179.6)
= -160.68 kj
dG0 = - RTlnK
-160680 = -8.314*298lnk
equilibrium constant (K) = 1.46*10^28
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