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pH measurements and finding Ka (Core Practical 11)
Edexcel IAL Chemistry · WCH16 Practical Skills in Chemistry II
Core Practical 11 finds Ka for a weak acid. The theory and titration curves are in the Unit 4 lesson; Unit 6 asks how you actually do it, and what limits the result.
Using a pH meter
- Calibrate the meter with buffer solutions of known pH (for example pH 4 and pH 7) before use.
- Rinse the electrode with deionised water between solutions and blot it dry, so no solution is carried over.
- Stir, wait for a steady reading, and record to 2 d.p.
- pH depends on temperature, so keep it constant.
Three ways to find Ka
1. Titration curve: add NaOH from a burette to the acid in small portions, measuring pH after each, with smaller additions near the end point. Find the equivalence volume from the steep section; at half that volume, pH = pKa.
2. Half-neutralisation: divide a volume of acid into two equal portions. Titrate one with NaOH using phenolphthalein to the end point (now all salt). Add the other portion of acid: the mixture now has equal amounts of HA and A-, so its pH = pKa. Neither concentration needs to be known.
3. pH of a known concentration: Ka = [H+]2 / [HA], assuming that [H+] = [A-] and that so little acid dissociates that [HA] is still the starting concentration.
Errors and assumptions
- A meter that is not calibrated gives a systematic error.
- Big additions near the end point make the equivalence volume uncertain.
- Placing the electrode in the solution at the end point measures the pH of the salt, not pKa (October 2024 report).
- Method 3 assumes negligible dissociation of the acid and of water; these become poor for more dilute or stronger weak acids.
- An uncertainty of ±0.01 in pH changes [H+] by about 2.3%.
Worked example
A half-neutralised solution of a weak acid has pH 4.76. Find Ka.
- At half-neutralisation [HA] = [A-], so Ka = [H+] and pKa = pH.
- Ka = 10-4.76
Answer: Ka = 1.74 x 10-5 mol dm-3
Check yourself
- At half-neutralisation the pH of a weak acid solution is 4.20. Calculate Ka.
Show answer
6.3 x 10-5 mol dm-3. Ka = 10-4.20 = 6.3 x 10-5 mol dm-3.
- A 0.100 mol dm-3 solution of a weak acid HA has pH 2.90. Calculate Ka.
Show answer
1.58 x 10-5 mol dm-3. [H+] = 10-2.90 = 1.26 x 10-3 mol dm-3; Ka = [H+]2 / 0.100 = 1.58 x 10-5 mol dm-3.
- Why is a pH meter calibrated with buffer solutions before use?
- To clean the electrode
- To make the solution neutral
- To speed up the reading
- So that its readings match known pH values, removing systematic error
Show answer
So that its readings match known pH values, removing systematic error. Buffers have accurately known pH.
- Why are smaller volumes of NaOH added near the end point when plotting a titration curve?
- The pH changes rapidly there, so small additions locate the equivalence volume precisely
- To avoid heating the mixture
- Because the burette is nearly empty
- To keep the pH below 7
Show answer
The pH changes rapidly there, so small additions locate the equivalence volume precisely. Pearson's guide lists large additions near the end point as an error.
- In the half-neutralisation method, why is an equal volume of the original acid added to a portion that has been exactly neutralised?
- It makes the solution neutral
- It removes excess NaOH
- It makes the amounts of HA and A- equal, so pH = pKa
- It calibrates the meter
Show answer
It makes the amounts of HA and A- equal, so pH = pKa. The neutralised portion contains A-; the added acid supplies an equal amount of HA.
- Why is the pH electrode rinsed with deionised water between measurements?
- To avoid carrying one solution into the next and changing its pH
- To recalibrate it
- To cool it
- To make the reading steady
Show answer
To avoid carrying one solution into the next and changing its pH. Contamination would alter the next reading.
- An uncertainty of ±0.01 in a pH reading changes [H+] by a factor of 100.01. Express this as a percentage change in Ka (for Ka = [H+] at half-neutralisation).
Show answer
2.3 %. 100.01 = 1.0233, a 2.3% change.
Sources
- Pearson Edexcel IAL Chemistry (2018) specification
- Pearson IAL Chemistry teacher practical guide
- Pearson examiners' report, WCH16 October 2024
Last updated 8 November 2026. Spotted a mistake? Tell us.