Answer:
Kc = 47
Explanation:
From the given equation ,
H₂(g) + Cl₂(g) ⇌ 2 HCl(g)
The equilibrium constant for the above reaction , can be written as the product of the concentration of product raised to the power of stoichiometric coefficients in a balanced equation of dissociation divided by the product of the concentration of reactant raised to the power of stoichiometric coefficients in the balanced equation of dissociation .
Hence ,
Kc = [HCl(g) ]² / [ Cl₂(g) ] [ H₂(g) ]
From the question ,
[HCl(g) ] = 1.6 M
[ Cl₂(g) ] = 0.39 M
[ H₂(g) ] = 0.14 M
Now, putting it in the above equation ,
Kc = [HCl(g) ]² / [ Cl₂(g) ] [ H₂(g) ]
Kc = [ 1.6 M ]² / [ 0.39 M ][ 0.14 M ]
Kc = 47