AQA A-Level Chemistry AS Paper 1, November 2021: Question 6
5 marks · Medium difficulty · Practical Techniques & Data Analysis
Calculate the mass of sulfur dioxide formed in the reaction between calcium sulfide and calcium sulfate, and show that calcium sulfate is the limiting reagent.
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Question text
06 Calcium sulfide reacts with calcium sulfate as shown.
CaS + 3 CaSO4 → 4 CaO + 4 SO2
2.50 g of calcium sulfide are heated with 9.85 g of calcium sulfate until there is no
further reaction.
Show that calcium sulfate is the limiting reagent in this reaction.
Calculate the mass, in g, of sulfur dioxide formed.
Mr (CaS) = 72.2
Mr (CaSO4) = 136.2
[5 marks]
Mass of sulfur dioxide g
Mark scheme
Show the mark scheme
Question Marking guidance Additional Comments/Guidelines Mark
2.50 M1: amount of CaS
amount of CaS = = 0.0346 mol 1
72.2
9.85
amount of CaSO4 = = 0.0723 mol M2: amount of CaSO 1
136.2 4
3 mol of CaSO4 needed for each mol of CaS, and M3: limiting reagent justification
n(CaSO4) is not 3 × n(CaO) 1
(so CaSO4 is the limiting reagent)
4 M4: moles of CaSO4 × 4/3 1
n(SO2) = n(CaSO4) × = 0.0964 mol
M5: M4 × 64.1 1
mass of SO2 = n(SO2) × 64.1 = 6.18g
If CaS used as limiting reagent then allow M4 and
M5 ecf.
Must look for M1 and M3
How to answer it
Limiting Reagents & Sulfur Dioxide Mass Calculation
This 5-mark quantitative chemistry question assesses your ability to calculate molar amounts from masses, deduce limiting reagents using stoichiometric mole ratios, use stoichiometric ratios to find product moles, and convert moles to mass with appropriate significant figures.
Question 06: Step-by-Step Solution & Examiner Guidance
CaS + 3CaSO₄ → 4CaO + 4SO₂ (5 marks total)
💡 Key Knowledge
- Moles formula: Moles = Mass ÷ Mᵣ
- Limiting Reagent: The reactant that is completely consumed, limiting the amount of product formed.
- Stoichiometric Ratio: Compare actual reacting mole ratios to the balanced equation coefficients.
🧠 Exam Technique
- Always calculate the moles of both reactants first when given two starting masses. Never guess which one is limiting!
- Show clear comparisons (e.g., stating how many moles of one reactant are needed for the other).
- Carry unrounded values through your intermediate calculation steps.
📐 Step-by-Step Calculation
Step 1 (M1): Calculate moles of calcium sulfide (CaS)
n(CaS) = 2.50 ÷ 72.2 = 0.0346 mol
Step 2 (M2): Calculate moles of calcium sulfate (CaSO₄)
n(CaSO₄) = 9.85 ÷ 136.2 = 0.0723 mol
Step 3 (M3): Justify the limiting reagent
From the balanced equation, 1 mol of CaS reacts with 3 mol of CaSO₄ .
If all the CaS reacted, we would need: 0.0346 × 3 = 0.104 mol of CaSO₄ .
However, we only have 0.0723 mol of CaSO₄ available. Therefore, CaSO₄ is the limiting reagent.
Step 4 (M4): Calculate moles of sulfur dioxide (SO₂) formed
Using the molar ratio between CaSO₄ and SO₂ (3 : 4):
n(SO₂) = n(CaSO₄) × (4 ÷ 3) = 0.0723 × (4 ÷ 3) = 0.0964 mol
Step 5 (M5): Calculate the mass of sulfur dioxide
Using Mᵣ of SO₂ = 64.1 :
Mass = 0.0964 × 64.1 = 6.18 g
❌ Common Errors & Pitfalls
- Comparing raw masses directly: Comparing 2.50 g and 9.85 g without converting to moles ignores the different molar masses ( Mᵣ ).
- Inverting the ratio: Multiplying by 3 ÷ 4 instead of 4 ÷ 3 when finding the moles of SO₂ .
- Premature rounding: Rounding intermediate mole values too aggressively, leading to final boundary value errors.
Topics
Physical Chemistry · 3.1.2 Amount of Substance
Question and mark scheme from the AQA A-Level Chemistry examination, AS Paper 1, November 2021. QuestionVault is an independent revision resource; questions remain the copyright of the awarding body.