A sample of saturated CaBz2 solution is at equilibrium: 2+ CaBz, (s) = Ca*(aq)+2Bz`(aq). The initially-prepared concentrations are [Ca?+]i= a and [Bz];=b. This sample is allowed to saturate, and then the remaining solid is filtered out. As determined by titration, the final benzoate ion concentration in solution is [Bz ]s= c. What is the solubility product of CaBz2, in terms of a, b and c? (Note, this is not simply c²*a!)

Chemistry: An Atoms First Approach
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Author:Steven S. Zumdahl, Susan A. Zumdahl
Publisher:Steven S. Zumdahl, Susan A. Zumdahl
Chapter15: Solubility And Complex Lon Equilibria
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A sample of saturated CaBz, solution is at equilibrium:
2+
CaBz, (s) = Ca*(aq)+ 2Bz`(aq).
The initially-prepared concentrations are [Ca?+]i= a and [Bz'];= b. This sample is allowed to
saturate, and then the remaining solid is filtered out. As determined by titration, the final
benzoate ion concentration in solution is [Bz ];=c. What is the solubility product of CaBz2,
in terms of a, b and c? (Note, this is not simply c2*a!)
Transcribed Image Text:A sample of saturated CaBz, solution is at equilibrium: 2+ CaBz, (s) = Ca*(aq)+ 2Bz`(aq). The initially-prepared concentrations are [Ca?+]i= a and [Bz'];= b. This sample is allowed to saturate, and then the remaining solid is filtered out. As determined by titration, the final benzoate ion concentration in solution is [Bz ];=c. What is the solubility product of CaBz2, in terms of a, b and c? (Note, this is not simply c2*a!)
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