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    10.

    A solute when distributed between two immiscible phases remains associated in phase II and dissociated in phase I. If αis the degree of dissociation and n is the number of molecules associated then :

    A

    K=cIcIIK = \frac{{{c_{\rm{I}}}}}{{{c_{{\rm{II}}}}}}

    B

    K=cIcII(1α)nK = \frac{{{c_{\rm{I}}}}}{{\sqrt[n]{{{c_{{\rm{II}}}}\left( {1 - {\rm{\alpha }}} \right)}}}}

    C

    K=cIcII(1α)K = \frac{{{c_{\rm{I}}}}}{{{c_{{\rm{II}}}}\left( {1 - {\rm{\alpha }}} \right)}}

    D

    K=cI(1α)cIInK = \frac{{{c_{\rm{I}}}\left( {1 - {\rm{\alpha }}} \right)}}{{\sqrt[n]{{{c_{{\rm{II}}}}}}}}

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