AQA A-Level Chemistry Paper 3, 2024: Question 17
1 mark · Easy difficulty · Multiple Choice
Calculate the standard electrode potential of the PbO2 / PbSO4 electrode given the cell EMF and the standard potential of the PbSO4 / Pb electrode.
Practise this questionQuestion
Question text
17 A cell with EMF = +2.15 V is made from two electrodes.
The half-equations for the two electrodes are shown.
positive electrode:
PbO (s) + 3 H+(aq) + HSO –(aq) + 2 e– ⟶ PbSO (s) + 2 H O(l)
24 4 2
negative electrode:
PbSO (s) + H+(aq) + 2 e– ⟶ Pb(s) + HSO –(aq) Eo = –0.46 V
What is the standard electrode potential of the PbO2 / PbSO4 electrode?
[1 mark]
A –2.61 V
B –1.69 V
C +1.69 V
D +2.61 V
Mark scheme
Show the mark scheme
17 C 1 (AO2) +1.69 V
How to answer it
Lead–acid cell: finding an unknown E°
- Using E°cell = E°(positive electrode) − E°(negative electrode) with standard electrode potentials written as reductions.
- Correct sign handling when rearranging to find an unknown E° value.
- Interpreting “positive electrode / negative electrode” in the context of a galvanic cell (positive = cathode).
Part (a): Standard electrode potential of the PbO₂ / PbSO₄ electrode
Given: Ecell = +2.15 V; E°(negative electrode) = −0.46 V
💡 Key knowledge (how AQA expects you to do it)
- Standard electrode potentials (E°) are tabulated for reduction half-equations.
- In a galvanic cell, the positive electrode is the cathode (reduction happens there).
- Formula used at A-level: E°cell = E°cathode − E°anode .
- “Negative electrode” in this question corresponds to the anode in a galvanic cell (even though its half-equation is written as a reduction for E°).
📐 Calculation (step-by-step, full-mark method)
- Write the relationship: E°cell = E°(positive electrode) − E°(negative electrode)
- Substitute the values: +2.15 = E°(PbO₂ / PbSO₄) − (−0.46)
- Simplify the double negative: +2.15 = E°(PbO₂ / PbSO₄) + 0.46
- Rearrange: E°(PbO₂ / PbSO₄) = 2.15 − 0.46 = 1.69 V
- State with sign and units: E° = +1.69 V
✅ Correct answer (as per mark scheme)
Option C — +1.69 V
🧠 Exam technique (how to secure the mark fast)
- Use the phrase: “Ecell = Epositive − Enegative” (because the question labels them for you).
- When you see subtraction of a negative, immediately rewrite: −(−0.46) = +0.46 .
- Sanity check: a lead–acid cell has a large positive Ecell, so the positive electrode should have a fairly large positive E° (around +1 to +2 V). +1.69 V is sensible.
❌ Common errors (what loses the only mark)
- Wrong subtraction order: doing Ecell = Enegative − Epositive gives a wrong sign/magnitude.
- Forgetting the double negative: treating −(−0.46) as −0.46 .
- Choosing +2.61 V by adding: 2.15 + 0.46 (this ignores rearrangement).
- Dropping the + sign: writing 1.69 V is usually fine, but if options include negatives, be explicit: +1.69 V .
Quick recap checklist (for similar 1-mark E° questions)
💡 Checklist
- Identify cathode/positive electrode and anode/negative electrode.
- Use E°cell = E°cathode − E°anode .
- Be careful with negatives: subtracting a negative becomes addition.
- Give the final answer with units (V) and an appropriate sign.
🧠 10-second mental check
- If E°anode is negative, then E°cell should be larger than E°cathode (because you are subtracting a negative).
- So E°cathode = E°cell − |E°anode| when the anode E° is negative.
Topics
Physical Chemistry · 3.1.11 Electrode Potentials · 3.1.7 Oxidation, Reduction and Redox Equations
Question and mark scheme from the AQA A-Level Chemistry examination, Paper 3, 2024. QuestionVault is an independent revision resource; questions remain the copyright of the awarding body.