SbCl5(g) -----------------> SbCl3(g) + Cl2(g)
I 0.81 0 0
C -x +x +x
E 0.81-x +x +x
Kp = PSbCl3*PCl2/PSbCl5
1.07 = x*x/(0.81-x)
1.07*(0.81-x) = x^2
x = 0.54
PSbCl5 = 0.81-x = 0.81-0.54 = 0.27atm
PSbCl3 = x = 0.54atm
PCl2 = x = 0.54atm
sample of antimony pentachloride is sealed in a 100.0-cm glass bulb to which a pressure gauge...
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Antimony pentachloride can dissociate into antimony trichloride and chlorine: SbCl5(g SbCl3(2)+Cl2) At 248 °C, the equilibrium constant in terms of pressures, Kp, for this dissociation reaction is 1.07. (o) If 15.00 g of antimony pentachloride is placed in a 14.99-L vessel and heated to 248 "C, what is the partial pressure of antimony trichloride when equilibrium is attained? atm (b) What fraction of antimony pentachloride is dissociated at equilibrium?