AQA A-Level Chemistry Paper 3, 2024: Question 5
9 marks · Medium difficulty · State/Explain/Numerical
Explain why some transition metal complexes are coloured, list factors that affect the colour and describe how colorimetry can be used to determine concentration of a coloured complex; calculate the energy change for an electron absorbing radiation at the peak wavelength from the spectrum.
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Question text
05.1 Some complexes containing transition metal ions are coloured.
• Explain why some complexes containing transition metal ions are coloured.
• List the factors that affect the colour.
• Describe how colorimetry can be used to determine the concentration of a
coloured complex.
[6 marks]
05.2 Figure 5 shows the visible spectrum of [Cu(H O) ]2+
*17* Figure 5
Use the wavelength at the peak of the curve in Figure 5 to calculate the change in
energy, in J, of an electron when it absorbs radiation with this wavelength.
the Planck constant, h = 6.63 × 10–34 J s
speed of light, c = 3.00 × 108 m s–1
[3 marks]
Change in energy J
Section B
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Mark scheme
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Question Answers Additional comments/Guidelines Mark
This question is marked using Levels of Response. Refer to the Indicative Chemistry content
Mark Scheme Instructions for Examiners for guidance. Stage 1 absorption of light
Level 3 All stages are covered, and the explanation of each (3/4 virtually complete, 1/4 for covered)
stage is correct and virtually complete 1a d orbitals have different energy / d orbital (energies) are
5–6
marks Answer communicates the whole explanation split
coherently and shows a logical progression through 1b electrons move to higher (energy) (d) orbitals / electrons
all three stages. move to excited state
Level 2 All stages are covered but the explanation of each 1c absorb visible/white light
stage may be incomplete or may contain
3–4 1d colour seen is that from complementary colours / colours
inaccuracies.
marks transmitted/reflected/not absorbed
OR
Stage 2 reasons for different colours
two stages are covered, and the explanations are (3/4 virtually complete, 1/4 for covered)
generally correct and virtually complete. 6
5.1
2a the metal (6 x AO1)
Answer is coherent and shows some progression
through all three stages. Some steps in each stage 2b the oxidation state (of the metal) / charge of metal (ion)
may be incomplete. 2c the ligand(s)
Level 1 Two stages are covered but the explanation of each 2d the co-ordination number / shape
stage may be incomplete or may contain
1–2 Stage 3 Colorimetry
inaccuracies.
marks (2/3 virtually complete, 1/3 for covered)
OR
3a measure the absorbance for a range of (known)
only one stage is covered but the explanation is concentrations
generally correct and virtually complete.
3b plot graph of absorbance v concentration / calibration
Answer shows some progression between two curve (of absorbance v concentration)
stages. – A-LEVEL CHEMISTRY – –
3c measure absorbance of the coloured complex and find
0 mark Insufficient correct chemistry to gain a mark. concentration from graph
Question Answers Additional comments/Guidelines 29 Mark
M1 wavelength = 800 (nm) ± 5 –19 –19
Range 2.47 x 10 to 2.502 x 10 = 3/3
Range 2.47 x 10–28 to 2.502 x 10–28 = 2/3
hc 6.63 × 10−34× 3.00 × 108
M2 ΔE ( = ) = −9 800 nm on bottom of expression scores M1 3
5.2 λ M1 × 10
(3 x AO3)
M3 2.49 × 10–19 (J) (allow ECF from M1 or M2) at least 2sf
NOT ECF from M2 if equation re-arranged incorrectly
How to answer it
Colours of transition metal complexes + a quick spectroscopy calculation
Transition metal complex colour
- d orbitals split in energy in a ligand field
- Absorption of visible light promotes an electron to a higher-energy d orbital
- Observed colour is the complementary colour to the absorbed wavelength
Explaining “different colours”
- Link colour to changes in ΔE (splitting) caused by: metal, oxidation state, ligand, coordination/shape
- Write a coherent, staged explanation (levels of response)
Spectroscopy calculation
- Read λ from a spectrum
- Use ΔE = hc/λ with correct unit conversion nm → m
- Give answer to ≥ 2 significant figures
Question 05.1 (6 marks): Why complexes are coloured + factors + colorimetry method
Part (a): Explain why some complexes containing transition metal ions are coloured
✅ Correct answer points (Stage 1: absorption of light)
- In a complex, the d orbitals split into different energy levels (they are no longer all the same energy).
- Electrons can absorb visible/white light and are promoted to a higher-energy d orbital (excited state).
- The colour observed is the complementary colour to the light absorbed; the remaining light is transmitted/reflected.
💡 Key knowledge (what the examiner is looking for)
- Use the language of the mark scheme: “d orbitals split”, “electrons move to higher-energy d orbitals / excited state”, “absorb visible/white light”, “complementary colour”.
- Make it explicit that the energy gap (ΔE) between split d orbitals matches the energy of visible photons.
🧠 Exam technique (how to secure Level 3)
- Write in a cause → effect chain: “ligands cause splitting → light absorbed → electron promoted → complementary colour seen”.
- Don’t just say “d electrons jump” — state what causes the jump (absorption of light) and what you see (complementary colour).
- Keep it coherent: the mark scheme rewards answers that show logical progression through stages.
❌ Common errors (where marks are lost)
- Saying complexes are coloured “because they have d electrons” without mentioning d-orbital splitting and absorption.
- Stating the observed colour is the colour absorbed (it’s the complementary colour).
- Talking about electrons “moving to higher shells” or “ionising” — it’s a d–d transition within split d orbitals.
Part (b): List the factors that affect the colour
✅ Correct factors (Stage 2: reasons for different colours)
- The metal ion (which transition metal it is)
- Oxidation state of the metal / charge on the metal ion
- The ligand(s) present
- Coordination number / shape of the complex
🧠 How to phrase it for full credit
- Don’t list random conditions (e.g. “temperature”) unless you can justify via equilibrium/ligand substitution (not required here).
- Add one linking sentence: “These factors change the size of the d-orbital splitting, so different wavelengths are absorbed.”
❌ Common errors
- Only writing “ligand affects colour” without including the other factors.
- Confusing coordination number/shape with “size of the complex” or “number of atoms” without stating coordination.
Part (c): Describe how colorimetry can be used to determine concentration
✅ Correct method (Stage 3: colorimetry)
- Measure absorbance for a range of known concentrations (standards).
- Plot a calibration curve: absorbance vs concentration.
- Measure the absorbance of the unknown coloured complex and read off its concentration from the graph.
🧠 Examiner-style tips that boost clarity
- State the graph axes explicitly: absorbance (y) vs concentration (x).
- Say “calibration curve” (examiner keyword).
- If you add detail: choose a filter/wavelength where absorbance is high (near λmax) — good science, but not required by this mark scheme.
❌ Common errors
- Measuring the unknown only, with no standards/calibration graph.
- Plotting concentration vs absorbance (axes swapped) and not making it clear how you then read the unknown.
- Using “colour intensity” qualitatively instead of absorbance quantitatively.
💡 How Level 3 (5–6 marks) typically reads
A top response covers all three stages in order: (1) d orbitals split and visible light is absorbed to promote an electron; the observed colour is complementary. (2) Different metals/oxidation states/ligands/shapes change the splitting so different wavelengths are absorbed. (3) In colorimetry, measure absorbance for known concentrations, plot a calibration curve, then use the unknown’s absorbance to find its concentration.
Question 05.2 (3 marks): Energy change from the spectrum of [Cu(H₂O)₆]²⁺
✅ Read from Figure 5 (M1)
Peak wavelength λ ≈ 800 nm (allowed: 800 ± 5 nm). M1
💡 Key equation (M2)
Energy of a photon absorbed: ΔE = hc/λ M2
Use λ in m. Convert nm → m by ×10⁻⁹.
❌ Common calculation traps
- Forgetting nm → m conversion (gives answer 10⁹ too small/large).
- Rearranging incorrectly to ΔE = hλ/c (wrong).
- Rounding too aggressively; the mark scheme expects ≥ 2 sf.
📐 Step-by-step calculation (show this layout for full marks)
- Take λ from the peak: λ = 800 nm = 800 × 10⁻⁹ m = 8.00 × 10⁻⁷ m M1
- Substitute into ΔE = hc/λ using the given constants: ΔE = (6.63 × 10⁻³⁴ J s × 3.00 × 10⁸ m s⁻¹) / (800 × 10⁻⁹ m)M2
- Calculate: ΔE = 2.49 × 10⁻¹⁹ JM3
🧠 Examiner insight: what distinguishes full-mark responses
- M1 depends on your reading: state the wavelength clearly (with units). If you put 800 nm in the denominator, that also demonstrates correct use of λ.
- M2 is method marking: you must show hc/λ with λ in metres. If you set up the wrong relationship, error-carried-forward may not apply.
- M3 needs sensible sig figs: write 2.49 × 10⁻¹⁹ J (or within the accepted range).
Topics
Inorganic Chemistry · Physical Chemistry · 3.2.5 Transition Metals · 3.1.1 Atomic Structure · 3.2.6 Reactions of Ions in Aqueous Solution
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.