AQA GCSE Combined Science: Trilogy Chemistry Paper 2 (Higher), 2020: Question 2
11 marks · Standard Demand difficulty · Extended Answer
Describe improvements to a rate of reaction method using sodium thiosulfate and hydrochloric acid, calculate a mean rate of reaction from a mass-loss graph, and predict the graph at a higher temperature.
Practise this questionQuestion
Question text
02 Some students investigated the effect of temperature on the rate of reaction.
02.1 The students reacted sodium thiosulfate solution with hydrochloric acid.
This is the method used.
1. Use a beaker to measure 50 cm3 of heated sodium thiosulfate solution into a
conical flask.
2. Measure the temperature of the room.
3. Put the conical flask on a black cross drawn on a piece of paper.
4. Start a timer.
5. Use the same beaker to measure 10 cm3 of hydrochloric acid into the conical flask.
6. Stop the timer when the cross is no longer visible.
The students repeated the experiment at a different room temperature.
Figure 1 shows the apparatus.
Figure 1
The method contains errors and does not produce accurate results.
Describe a method the students should use to produce accurate results.
You do not need to write about safety precautions.
[6 marks]
Some students investigated the effect of temperature on the rate of a
different reaction.
They recorded the loss of mass from their apparatus at 40 °C
Figure 2 shows the results.
Figure 2
02.2 Calculate the mean rate of reaction between 1 minute and 3 minutes at 40 °C
Use Figure 2 and the equation:
change in mass of gas in g
Mean rate of reaction =
time in mins
[3 marks]
Mean rate of reaction = g/min
02.3 Draw a curve on Figure 2 for the results you would expect at a temperature of
50 °C instead of 40 °C
[2 marks]
Mark scheme
Show the mark scheme
AO / Spec.
Question Answers Mark
Ref.
Level 3: The method would lead to the production of a valid outcome. 5–6 AO3
02.1
All key steps are identified and logically sequenced. 5.6.1.2
Level 2: The method would not necessarily lead to a valid outcome. 3–4
Most steps are identified, but the plan is not fully logically sequenced.
Level 1: The method would not lead to a valid outcome. Some 1–2
relevant steps are identified, but links are not made clear.
No relevant content 0
Indicative content:
• use a measuring cylinder / pipette / burette to measure 50 cm3 of
sodium thiosulfate
• use a different measuring cylinder / pipette / burette to measure
10 cm3 of hydrochloric acid
• start the timer when the acid is added
• record the temperature of the solution after the acid is added
• stop the timer when the cross is no longer visible
• record the temperature of the solution at the end of the reaction
• calculate the mean temperature of the reaction
• repeat the experiment at different temperatures
• use the same concentration of sodium thiosulfate and same
concentration of hydrochloric acid
• use the same volume of sodium thiosulfate and the same
volume of hydrochloric acid
• describe how to heat the thiosulfate / acid solutions
AO /
Question Answers Extra information Mark
Spec. Ref.
02.2 ignore signs AO2
5.6.1.1
5.6.1.4
(change in mass of gas = ) 0.15 1
and
(time =) 2
0.15
(rate of reaction =) allow correct use of incorrectly 1
2 determined values for mass
8 and / or time
0.075 (g/min) 1
02.3 curve starts at same point, to the left and steeper 1 AO2
5.6.1.1
line levels at −0.35 g 1 5.6.1.2
5.6.1.4
the curve below can be awarded 2 marks
Total 11
How to answer it
Rate of Reaction: Sodium Thiosulfate and Temperature
What this question tests
This question checks whether you can plan a fair test, identify improvements to an imperfect method, calculate a mean rate from a graph, and predict how temperature changes the shape of a reaction curve.
Key ideas: control variables, accurate measuring equipment, starting/stopping the timer correctly, reading values from a graph, and explaining that higher temperature gives a faster reaction rate.
Improve the method so it gives accurate results
6 marks: describe a better method for the sodium thiosulfate and hydrochloric acid experiment
✅ Correct answer points
- Use a measuring cylinder, pipette or burette to measure 50 cm³ of sodium thiosulfate.
- Use a different measuring cylinder, pipette or burette to measure 10 cm³ of hydrochloric acid.
- Start the timer when the acid is added.
- Stop the timer when the black cross is no longer visible.
- Record the temperature after the acid is added, or record the temperature at the end of the reaction.
- Repeat at different temperatures and calculate a mean temperature if needed.
- Keep the same concentration of sodium thiosulfate and hydrochloric acid for each repeat.
- Keep the same volume of each solution for each repeat.
- Describe how the solutions are heated to the chosen temperature before mixing.
💡 Key knowledge
- The method in the question is inaccurate because it measures and mixes in a way that does not control variables well.
- To compare temperature properly, only temperature should change.
- Everything else must be kept the same: volume, concentration, and the same endpoint.
- A valid endpoint is when the cross disappears, because sulfur makes the mixture cloudy.
🧠 Exam technique
- To get full marks, give a linked sequence of steps, not just random improvements.
- Show you know what to measure, when to start timing, when to stop, and what to keep constant.
- Top answers often include: measure temperature before/after mixing and repeat for reliability.
❌ Common errors
- Saying “use a thermometer” without explaining when to take the temperature.
- Forgetting to say the same volumes and concentrations must be used.
- Starting the timer too early or too late.
- Stopping the timer before the cross disappears or after it has already disappeared.
- Writing about safety precautions, even though the question says not to.
Calculate the mean rate of reaction between 1 minute and 3 minutes at 40 °C
3 marks: read values from the graph and use the rate equation
📐 Calculation steps
- Read the mass change at 1 minute: about −0.10 g.
- Read the mass change at 3 minutes: about −0.25 g.
- Find the change in mass between these times:
0.25 − 0.10 = 0.15 g - Find the time interval:
3 − 1 = 2 minutes - Use the equation:
mean rate = change in mass of gas ÷ time - Substitute the values:
mean rate = 0.15 ÷ 2 = 0.075 g/min
✅ Final answer
0.075 g/min
Marks are awarded for:
1 mark for the correct change in mass,
1 mark for the correct time,
1 mark for the correct final rate.
🧠 Exam technique
- Ignore negative signs when calculating the amount of mass lost.
- Use the values from the graph carefully: the question asks for the interval between 1 and 3 minutes, not from 0 to 3 minutes.
- Include units: g/min.
- If your graph readings are slightly different but your method is correct, examiners can still award marks for a correct calculation.
❌ Common calculation traps
- Using the total loss from 0 to 3 minutes instead of the change between 1 and 3 minutes.
- Forgetting to subtract the two readings.
- Writing the answer in grams instead of g/min.
- Mixing up “loss of mass” with “mass remaining”.
Draw the curve expected at 50 °C
2 marks: show the effect of a higher temperature on the rate graph
✅ What the curve should show
- The curve should start at the same point as the 40 °C curve.
- It should go further to the left and be steeper at the start.
- It should level off at about −0.35 g.
- The curve can be drawn completely and still gain full marks if it shows the correct shape and final level.
💡 Key knowledge
- A higher temperature means particles have more kinetic energy.
- Collisions happen more often, so the reaction is faster.
- Because the reaction is faster, the graph drops more quickly at the start.
- The final mass loss is the same because the amount of reactants is unchanged.
🧠 Exam technique
- When drawing the curve, keep the same starting point.
- Make the line steeper initially, then flatten out earlier.
- End at the same final level as the original curve.
- Examiner marking gives one mark for the correct shape and one mark for the correct final level.
❌ Common errors
- Starting the curve at a different point.
- Making the curve higher or lower at the end instead of ending at −0.35 g.
- Drawing a straight line instead of a curve.
- Only moving the curve left but not making it steeper.
Quick revision checklist
✅ You should be able to...
- Suggest improvements to a practical method.
- Identify control variables in a rate experiment.
- Read values from a graph accurately.
- Calculate a mean rate using change ÷ time.
- Predict how temperature changes the shape of a rate graph.
🧠 Easy marks to remember
- Measure accurately with proper apparatus.
- Start timing when the reactants are mixed.
- Stop timing at the endpoint.
- Keep volumes and concentrations the same.
- Use units in calculations.
Topics
Chemistry · C6: The Rate and Extent of Chemical Change
Question and mark scheme from the AQA GCSE Combined Science: Trilogy examination, Chemistry Paper 2 (Higher), 2020. QuestionVault is an independent revision resource; questions remain the copyright of the awarding body.