[cs_content][cs_section parallax=”false” separator_top_type=”none” separator_top_height=”50px” separator_top_angle_point=”50″ separator_bottom_type=”none” separator_bottom_height=”50px” separator_bottom_angle_point=”50″ style=”margin: 0px;padding: 45px 0px;”][cs_row inner_container=”true” marginless_columns=”false” style=”margin: 0px auto;padding: 0px;”][cs_column fade=”false” fade_animation=”in” fade_animation_offset=”45px” fade_duration=”750″ type=”1/1″ style=”padding: 0px;”][cs_text]Equilibrium and Acid Reactions > Solution Equilibria >[/cs_text][cs_text]Ksp is the solubility product constant or simply the solubility product. It is the product of the molar concentrations of the constituent ions, each raised to the power of its stoichiometric coefficient in the equilibrium equation. Consider a saturated solution of silver chloride that is in contact with a solid silver chloride. The solubility equilibrium can be represented as[/cs_text][x_image type=”none” src=”https://easychem.com.au/wp-content/uploads/2019/06/solid-silver-chloride.jpg” alt=”” link=”false” href=”#” title=”” target=”” info=”none” info_place=”top” info_trigger=”hover” info_content=””][/cs_column][/cs_row][/cs_section][cs_section parallax=”false” separator_top_type=”none” separator_top_height=”50px” separator_top_angle_point=”50″ separator_bottom_type=”none” separator_bottom_height=”50px” separator_bottom_angle_point=”50″ style=”margin: 0px;padding: 45px 0px;”][cs_row inner_container=”true” marginless_columns=”false” style=”margin: 0px auto;padding: 0px;”][cs_column fade=”false” fade_animation=”in” fade_animation_offset=”45px” fade_duration=”750″ type=”1/1″ style=”padding: 0px;”][cs_text]Because salts such as AgCl are treated as strong electrolytes, all the AgCl that dissolve in water is assumed to dissociate completely into and ions. Thus, we can write the equilibrium constant for the dissociation of AgCl as[/cs_text][x_image type=”none” src=”https://easychem.com.au/wp-content/uploads/2019/06/equilibrium-constant-for-the-dissociation-of-AgCl.jpg” alt=”” link=”false” href=”#” title=”” target=”” info=”none” info_place=”top” info_trigger=”hover” info_content=””][/cs_column][/cs_row][cs_row inner_container=”true” marginless_columns=”false” style=”margin: 0px auto;padding: 0px;”][cs_column fade=”false” fade_animation=”in” fade_animation_offset=”45px” fade_duration=”750″ type=”1/1″ style=”padding: 0px;”][cs_text]Sample Problem:
Calculate the solubility product constant for lead(II) chloride, if 50.0 mL of a saturated solution of lead(II) chloride was found to contain 0.2207 g of lead(II) chloride dissolved in it.
First, write the equation for the dissolving of lead(II) chloride and the equilibrium expression for the dissolving process.[/cs_text][x_image type=”none” src=”https://easychem.com.au/wp-content/uploads/2019/06/equation-for-the-dissolving-of-leadII-chloride.jpg” alt=”” link=”false” href=”#” title=”” target=”” info=”none” info_place=”top” info_trigger=”hover” info_content=””][/cs_column][/cs_row][cs_row inner_container=”true” marginless_columns=”false” style=”margin: 0px auto;padding: 0px;”][cs_column fade=”false” fade_animation=”in” fade_animation_offset=”45px” fade_duration=”750″ type=”1/1″ style=”padding: 0px;”][cs_text]Second, convert the amount of dissolved lead(II) chloride into moles per liter.[/cs_text][x_image type=”none” src=”https://easychem.com.au/wp-content/uploads/2019/06/convert-the-amount-of-dissolved-leadII-chloride.jpg” alt=”” link=”false” href=”#” title=”” target=”” info=”none” info_place=”top” info_trigger=”hover” info_content=””][cs_text]Third, create an “ICE” table.[/cs_text][x_image type=”none” src=”https://easychem.com.au/wp-content/uploads/2019/06/ICE-table.jpg” alt=”” link=”false” href=”#” title=”” target=”” info=”none” info_place=”top” info_trigger=”hover” info_content=””][cs_text]Fourth, substitute the equilibrium concentrations into the equilibrium expression and solve for Ksp.[/cs_text][x_image type=”none” src=”https://easychem.com.au/wp-content/uploads/2019/06/solve-for-Ksp.jpg” alt=”” link=”false” href=”#” title=”” target=”” info=”none” info_place=”top” info_trigger=”hover” info_content=””][/cs_column][/cs_row][/cs_section][/cs_content]