Write the expressions for the equilibrium constants of the following reactions, that includes the mass action relationships (i.e., the ratio of standardized partial pressures) and the value of the equilibrium constant calculated from the Gibbs energies of reaction:
a) CO2(g)+Cl2(g) <->COCl(g)+Cl(g)
b)2SO2(g)+)O2(g) <-> 2SO3(g)
c)H2(g)+Br2(g) <-> 2HBr(g)
d)2O3(g) <-> 3O2(g)
Equilibrium constant at constant pressure, Kp is expressed as ratio of the product of partial pressures of the products to that of the reactants raised to a power equal to the coefficient in the balanced equation.
(a): CO(g)+Cl2(g) <->COCl(g)+Cl(g)
Kp = [PCOCl(g)* PCl(g)] / [PCO(g)* PCl(g)]
where PCOCl(g) = Partial pressure of COCl(g)
PCl2(g) = Partial pressure of Cl2(g)
PCO(g) = Partial pressure of CO(g)
PCl(g) = Partial pressure of Cl(g)
(b): 2SO2(g)+O2(g) <---> 2SO3(g)
Kp = [PSO3(g)]2 / ([PSO2(g)]2 * PO2(g))
where PSO3(g) = Partial pressure of SO3(g)
PO2(g) = Partial pressure of O2(g)
PSO2(g) = Partial pressure of SO2(g)
(c): H2(g)+ Br2(g) <---> 2HBr(g)
Kp = [PHBr(g)]2 / (PH2(g) * PBr2(g))
where PHBr(g) = Partial pressure of HBr(g)
PH2(g) = Partial pressure of H2(g)
PBr2(g) = Partial pressure of Br2(g)
(d): 2O3(g) <----> 3O2(g)
Kp = [PO2(g)]3 / [PO3(g)]2
where PO2(g) = Partial pressure of O2(g)
PO3(g) = Partial pressure of O3(g).
Write the expressions for the equilibrium constants of the following reactions, that includes the mass action...
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