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Solubility Product Constant (Ksp) and Common Ion Effect of Ca(OH)2 Lab report £11.49
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Solubility Product Constant (Ksp) and Common Ion Effect of Ca(OH)2 Lab report

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Well-written APA-style lab report on solubility product constant (Ksp) of Ca(OH)2 through titration. Then investigating the effect of the common ion effect by adding excess Ca2 ions. Experimental results and calculations included. Please change a little to avoid plagiarism!

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  • May 16, 2020
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  • 2019/2020
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Solubility Product Constant and Common Ion Effect

Abstract

The solubility product constant (KSP) is a powerful tool for determining the solubility of an ionic

compound. The purpose of this experiment was to calculate the K SP of Ca(OH)2 and determine the

effect of the common ion effect on this. The common ion effect further decreases the solubility of a

compound as the equilibrium will be pushed towards the reactants. Through titration of dissolved

Ca(OH)2 solutions, the KSP was calculated successfully. Overall, the results obtained showed that

Ca(OH)2 is weakly soluble and the addition of Ca 2+ hinders this further.


Introduction

When an ionic compound dissolves in water, the dissolution of its aqueous cations and anions will

result in a reversible state of equilibrium. Establishment of an equilibrium means the rate of a

forward reaction will be equal to the rate of a backward reaction – giving no net change to the

concentration of products or reactants. Equilibrium constants tell us the favoured direction of a

reaction once equilibrium has been reached, the solubility product constant is very similar to this.


The solubility product constant (KSP) is the equilibrium constant for an ionic compound dissolving,

indicating the solubility of the compound. The higher the K SP, the more soluble the compound is

within water. The equation for calculating K SP is indicated below, it can be regarded as the product of

the two reactant ions, however the stoichiometric ratio of products must be taken into account.

Generally, if ionic compound composed of an anion and cation that both have a charge of -1 and +1,

respectively, then the KSP would simply involve calculating the concentration of both resulting ions

and multiplying them. For more complex stoichiometric ratios, the equation is still practical and

easy-to-use, requiring the concentrations of ions to be raised to the power of the ratio.


AB (s) ⇌ aAz+ (aq) + bBy- (aq)
KSP = [Az+]a × [By-]b
Following the dissolution of an ionic compound, a titration using a reagent of a known molarity can

be carried out to measure the concentration of one of the resultant ions. Subsequently, the

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