AQA GCSE Chemistry Chemistry Paper 1 (Higher), 2023: Question 10

8 marks · Standard Demand difficulty · Extended Answer

Explain why nanoparticles of titanium dioxide are used for self-cleaning windows and calculate the volume of chlorine gas required to react with 100 kg of titanium dioxide.

Practise this question

Question

The image contains two chemistry questions. Question 10.1 asks for two reasons why nanoparticles of titanium dioxide are used for self-cleaning windows instead of fine particles. Question 10.2 provides the chemical equation TiO2 + 2Cl2 + 2C -> TiCl4 + 2CO and asks to calculate the volume of chlorine gas needed to react with 100 kg of titanium dioxide, given relative atomic masses and the molar volume of a gas.
Question text

10 This question is about titanium dioxide (TiO2).

10.1 Self-cleaning windows are coated with a layer of nanoparticles of titanium dioxide.

Titanium dioxide:

• helps sunlight break down dirt particles

• attracts water, so dirt is washed away by rain.

Nanoparticles of titanium dioxide are used instead of fine particles of titanium dioxide

for coating self-cleaning windows.

Suggest two reasons why.

[2 marks]

10.2 Titanium is extracted from titanium dioxide in a two-stage process.

The equation for the first stage in the process is:

TiO2 + 2 Cl2 + 2 C → TiCl4 + 2 CO

Calculate the volume of chlorine gas needed to react completely with

100 kg of titanium dioxide.

Relative atomic masses (Ar): O = 16 Ti = 48

The volume of one mole of gas = 24 dm3

[6 marks]

Volume = dm3

Mark scheme

Show the mark scheme The mark scheme provides the answers for 10.1, noting points about surface area to volume ratio, material efficiency, and light transmission. For 10.2, it outlines the multi-step calculation: calculating the Mr of TiO2, converting 100 kg to grams, finding moles of TiO2, using the molar ratio to find moles of Cl2, and multiplying by 24 dm3 to reach the final answer of 60,000 dm3.

AO /

Question Answers Extra information Mark

Spec. Ref.

10.1 allow converse arguments for AO3

fine particles 4.2.4.2

(nanoparticles)

any two from: 2

• have a higher surface area to

volume ratio

• less (material) needed (for the allow a thinner coating is

same effect) needed

• more light gets through

AO /

Spec. Ref.

10.2 (Mr TiO2 =) 80 1 AO2

4.3.1.2

(conversion 100 kg =) 100 000 1 4.3.2.1

(g) 4.3.2.2

4.3.5

100 000 allow correct use of an 1

(moles TiO2= =) incorrectly determined Mr

1250 allow correct use of an incorrect

/ no conversion of mass

(moles Cl2 = 1250 × 2 =) 2500 allow correct use of an 1

incorrectly determined number

of moles of TiO2

(volume Cl2 =) 2500 x 24 allow correct use of an 1

incorrectly determined number

of moles of Cl2

= 60 000 (dm3) 1

Total Question 10 8

How to answer it

Titanium Dioxide: Nanoparticles and Gas Calculations

What this question tests

  • Nanoparticles: Understanding why a high surface area to volume ratio makes nanoparticles more efficient than bulk materials.
  • Quantitative Chemistry: Converting units (kg to g), calculating moles from mass, using balanced equations for molar ratios, and calculating gas volumes using the 24 dm³ molar volume constant.
Part 10.1

Nanoparticles in Coatings

Why use nanoparticles instead of fine particles?

💡 Key Knowledge

  • Nanoparticles are 1–100 nm in size.
  • They have a very high surface area to volume ratio compared to larger particles.
  • This means you need a much smaller amount of the substance to achieve the same effect.

✅ Correct Answers (Any two)

  • They have a higher surface area to volume ratio.
  • Less material is needed for the same effect (or a thinner coating is needed).
  • More light can pass through (they are more transparent).

🧠 Exam Technique

When a question asks you to "suggest" reasons, look at the context. Here, the context is windows. If the coating is made of nanoparticles, it is so thin that it's transparent, which is vital for a window! Always mention surface area to volume ratio when discussing nanoparticles.

Part 10.2

The 6-Mark Calculation

Calculating the volume of Chlorine gas

📐 Step-by-Step Calculation

Equation: TiO₂ + 2Cl₂ + 2C → TiCl₄ + 2CO

1 Calculate Mᵣ of TiO₂:
Ti (48) + (2 × O (16)) = 48 + 32 = 80

2 Convert Mass to Grams:
100 kg × 1000 = 100,000 g

3 Calculate Moles of TiO₂:
Moles = Mass / Mᵣ → 100,000 / 80 = 1250 mol

4 Use the Molar Ratio:
From the equation, 1 mole of TiO₂ reacts with 2 moles of Cl₂.
Moles of Cl₂ = 1250 × 2 = 2500 mol

5 Calculate Gas Volume:
Volume = Moles × 24 dm³
Volume = 2500 × 24 = 60,000 dm³

❌ Common Errors

  • The "Kilo" Trap: Forgetting to convert 100 kg into 100,000 g. Chemistry calculations almost always require grams.
  • Ratio Oversight: Ignoring the "2" in front of Cl₂ in the equation.
  • Mᵣ Errors: Using the atomic number instead of the relative atomic mass (Aᵣ).

🧠 Examiner Commentary

This is a "structured" calculation. Even if you get the first step wrong, you can still get "Error Carried Forward" (ECF) marks for the following steps. Always show your working clearly so the examiner can award marks for your process even if the final number is incorrect.

Total Marks: 6

Topics

Chemistry · C2: Bonding, Structure and the Properties of Matter · C3: Quantitative Chemistry

Question and mark scheme from the AQA GCSE Chemistry examination, Chemistry Paper 1 (Higher), 2023. QuestionVault is an independent revision resource; questions remain the copyright of the awarding body.