Given, CH3COOH⇌CH3COO−+H+ Ka=1.5×10−5… (i) HCN⇌H++CN−;Ka=4.5×10−10… (ii) CN−+CH3COOH⇌HCN+CH3COO−K= ? On substracting Eq. (ii) from Eq. (i), we get CH3COOH+CN−⇌HCN+CH3COO−;K=Ka1Ka=4.5×10−101.5×10−5=3105=3.33×104 While adding two equations, dissociation constants are multiplied and when subtracting the equations, dissociation constants are divided. Alternative CH3COOH⇌CH3COO−+H+;Ka=1.5×10−5 Ka=[CH3COOH][CH3COO−][H+]=1.5×10−5HCN⇌H++CN−;Ka=4.5×10−10 Ka=[HCN][H+][CN−]=4.5×10−10CN−+CH3COOH⇌HCN+CH3COO−Kc=[CN−][CH3COOH][HCN][CH3COO−] From Eqs. (i), (ii) and (iii), Kc=4.5×10−101.5×10−5=3.33×104