Correct task : A generic salt AB2, has a molar mass of 151 g/mol and a solubility of 3.80 g/L at 25oC. What is the Ksp of this salt at 25oC.
Solution:
When the salt dissolves, it dissociates as follows:
AB2 --> A2+ + 2B⁻
--S--------S-------2S--
The molar solubility (S) is the number of moles that can dissolve in 1 L of solution.
Molar solubility of salt is (3.80 g/L) / (151 g/mol) = 0.0252 mol/L.
According to the dissociation equation:
Solubility of A2+ is 0.0252 mol/L and solubility of B⁻ is 2×0.0252 mol= 0.0504 mol/L.
[A2+] = 0.0252 mol/L.
[B⁻] = 0.0504 mol/L.
Ksp is the solubility product constant and calculated as follows:
Ksp(AB2) = [A2+] × [B⁻]2
Ksp(AB2) = [0.0252] × [0.0504]2
Ksp(AB2) = 6.40×10-5.
Ksp of this salt is 6.40×10-5.
Answer: 6.40×10-5 is the Ksp of this salt at 25oC.
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