Question:
According to distribution law, select the appropriate expression for the concentration of a solute when it exists as monomer in solvent A and dimer in solvent B (Assume CA = concentration of solute in solvent A, CB=concentration of solute in solvent B, α=degree of dissociation)
According to distribution law, select the appropriate expression for the concentration of a solute when it exists as monomer in solvent A and dimer in solvent B (Assume CA = concentration of solute in solvent A, CB=concentration of solute in solvent B, α=degree of dissociation)
Updated On: Feb 24, 2026
- \(K = \frac{C_A}{2\sqrt{C_B}}\)
- \(K = \frac{C_A}{\sqrt{C_B}}\)
- \(K = \frac{C_A}{C_B (1 - \alpha)}\)
- \(K = \frac{C_A}{C_B (2 - \alpha)}\)
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The Correct Option is B
Solution and Explanation
The correct option is (B): \(K = \frac{C_A}{\sqrt{C_B}}\)
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