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A short H2 Chemistry revision video on H2 Chemistry 10 - Chemistry of Aqueous Solutions: Solubility Product and Precipitation, built for quick recap before tutorial practice or exam revision.
Read through the explanation after watching, or jump straight to the step you want to replay.
Step 1 - State the problem
The solubility product of barium sulfate is one point one times ten to the minus ten moles squared per decimetre to the sixth at twenty-five degrees Celsius.
Step 1 - State the problem
Will a precipitate form when twenty-five point zero cubic centimetres of zero point zero one zero molar barium chloride is mixed with twenty-five point zero cubic centimetres of zero point zero two zero molar sodium sulfate?
Step 1 - State the problem
We need to calculate the ionic product and compare it with K s p.
Step 2 - Calculate concentrations after mixing
When the two solutions are mixed, the total volume doubles to fifty point zero cubic centimetres.
Step 2 - Calculate concentrations after mixing
The concentration of barium ions is halved because the volume doubles: zero point zero one zero divided by two gives zero point zero zero five zero molar.
Step 2 - Calculate concentrations after mixing
The concentration of sulfate ions is also halved: zero point zero two zero divided by two gives zero point zero one zero molar.
Step 3 - Calculate the ionic product
The ionic product, Q, is calculated using the same expression as K s p but with the actual concentrations in the mixture.
Step 3 - Calculate the ionic product
Q equals zero point zero zero five zero times zero point zero one zero, which equals five point zero times ten to the minus five.
Step 3 - Calculate the ionic product
This is much larger than K s p, which is one point one times ten to the minus ten.
Step 4 - Compare Q with Ksp and conclude
Since Q is five point zero times ten to the minus five and K s p is one point one times ten to the minus ten, Q is much greater than K s p.
Step 4 - Compare Q with Ksp and conclude
This means the solution is supersaturated with respect to barium sulfate, so a white precipitate of barium sulfate will form.
Step 4 - Compare Q with Ksp and conclude
Precipitation continues until Q falls back to equal K s p.
Step 5 - Summary and common pitfalls
To decide whether a precipitate forms, always compare the ionic product Q with K s p.
Step 5 - Summary and common pitfalls
If Q is greater than K s p, precipitation occurs. If Q is less than K s p, no precipitate forms. If Q equals K s p, the solution is just saturated.
Step 5 - Summary and common pitfalls
Common mistake: forgetting to account for dilution when two solutions are mixed.
Step 5 - Summary and common pitfalls
Always calculate the new concentrations in the total mixed volume before finding Q.