Chemistry

Chemistry

Problem

The three crystalline salts Mg(OH)2_2(s), Na2_2SO4_4(s), and K2_2HPO4_4(s) are each sparingly soluble in water. Assume the temperature is 25 °C. (a) For each salt, predict whether raising the pH of the solution (i.e., making the solution more basic) will increase, decrease, or not change its molar solubility. Present your predictions in a clearly organized table. (b) For one salt whose solubility you predicted would decrease upon raising the pH, write the net ionic equation that accounts for this effect. (c) For one salt whose solubility you predicted would increase upon raising the pH, write the net ionic equation that accounts for this effect. (d) Briefly discuss why Na2_2SO4_4(s) behaves differently from the other two salts with respect to pH changes, citing pertinent acid–base properties of the constituent ions.
Intuitive explanation

When a salt dissolves, it reaches an equilibrium between solid and dissolved ions—this is captured by the solubility product constant KspK_{sp}. The key insight is that each salt dissociates into a different number and type of ions, so you need to write the correct equilibrium expression for each one and use KspK_{sp} to relate solubility to ion concentrations. Understanding how many ions each formula unit produces will let you set up the math correctly.

Intuitive explanation

When a salt dissolves, it reaches an equilibrium between solid and dissolved ions—this is captured by the solubility product constant KspK_{sp}. The key insight is that each salt dissociates into a different number and type of ions, so you need to write the correct equilibrium expression for each one and use KspK_{sp} to relate solubility to ion concentrations. Understanding how many ions each formula unit produces will let you set up the math correctly.

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