How would you determine K for the following reaction

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To determine the equilibrium constant K for the reaction HOCl_{aq} + CN^{-} → HCN_{aq} + OCN^{-}, the formula K_c = [HCN][OCN^{-}]/[HOCl][CN^{-}] is applicable, where concentrations are in moles per liter. There is some confusion regarding the reaction's products, as it was noted that Cl is missing from the right side, suggesting it should be HOCl + CN^{-} → HCN + OCl^{-}. Additionally, the discussion highlights that HOCl is a weak acid, unlike strong acids like perchloric acid, which drive reactions to completion. Some participants speculate whether the reaction might involve redox processes rather than acid-base chemistry, particularly considering the oxidation of cyanide to cyanate. The conversation reflects the complexities of determining K in equilibrium reactions, especially with potential misinterpretations of the reaction's nature.
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How would you determine K for the following reaction:
HOCl_{aq} + CN^{-} \rightarrow HCN_{aq} + OCN^{-}?

You don't do \frac{1}{K_{a}} or \frac{1}{K_{b}}

Thanks
 
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If you mean K as in the equilibrium constant, then I think you would do the following:

K_c = \frac{[HCN][OCN^{-}]}{[HOCl][CN^{-}]}, where [] indicate the concentration in moles per liter.

If you're talking about another K, then I can't help you off the top of my head. We just started learning about equilibrium on Monday in AP Chemistry, so you may not want to trust me on this.
 
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Perchloric acid is a strong acid, the reaction will go towards completion.
 
HOCl is not a strong perchloric acid. HOCl is a pretty weak hypochlorous acid.

There is something wrong with the reaction - where is Cl on the right side?
 
I think it should be:

HOCl_{(aq)} + CN^{-} \rightarrow HCN_{(aq)} + OCl^{-}
 
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That was my first idea too, but HOCN does exist (it is cyanic acid) - so perhaps the question was not acid/base related, but redox related - with cyanide being oxidized to cyanate by hypochlorous acid.

No idea what is halfpotential for cyanide/cyanate oxidation.
 
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