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The percentage degree of hydrolysis of a...

The percentage degree of hydrolysis of a salt of weak acid (HA) and weak base (BOH) in its 0.1 M solution is found to be `10%.` If the molarity of the solution is 0.05 M, the percentage hydrolysis of the salt should be :

A

`5%`

B

`10%`

C

`20%`

D

None of these

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The correct Answer is:
To solve the problem, we need to analyze the degree of hydrolysis of a salt formed from a weak acid (HA) and a weak base (BOH). The problem states that in a 0.1 M solution, the percentage degree of hydrolysis is 10%. We need to find the percentage hydrolysis when the molarity of the solution is reduced to 0.05 M. ### Step-by-Step Solution: 1. **Understanding Degree of Hydrolysis**: The degree of hydrolysis (α) is defined as the fraction of the salt that undergoes hydrolysis. For a salt formed from a weak acid and a weak base, the degree of hydrolysis can be expressed as: \[ \alpha = \sqrt{\frac{K_w}{K_a \cdot K_b}} \] where \(K_w\) is the ionic product of water, \(K_a\) is the dissociation constant of the weak acid, and \(K_b\) is the dissociation constant of the weak base. 2. **Independence from Concentration**: It is important to note that the degree of hydrolysis is independent of the concentration of the solution. This means that changing the concentration of the salt solution will not affect the degree of hydrolysis. 3. **Given Information**: - For a 0.1 M solution, the percentage degree of hydrolysis is 10%. - We need to find the percentage degree of hydrolysis for a 0.05 M solution. 4. **Conclusion**: Since the degree of hydrolysis does not depend on the concentration, the percentage degree of hydrolysis for the 0.05 M solution will remain the same as that for the 0.1 M solution. Therefore, the percentage hydrolysis in the 0.05 M solution will also be: \[ \text{Percentage Hydrolysis} = 10\% \] ### Final Answer: The percentage hydrolysis of the salt in a 0.05 M solution is **10%**.
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