AQA GCSE Combined Science: Trilogy Chemistry Paper 2 (Foundation), November 2020: Question 7
11 marks · Standard Demand difficulty · Extended Answer
Describe an improved method to investigate the effect of temperature on reaction rate using the disappearing cross reaction, calculate mean rate from a mass loss graph, and sketch the curve at a higher temperature.
Practise this questionQuestion
Question text
07 Some students investigated the effect of temperature on the rate of reaction.
07.1 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 10 shows the apparatus.
Figure 10
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 11 shows the results.
Figure 11
07.2 Calculate the mean rate of reaction between 1 minute and 3 minutes at 40 °C
Use Figure 11 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
07.3 Draw a curve on Figure 11 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
07.1
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.
07.2 ignore signs AO2
5.6.1.1
(change in mass of gas = ) 0.15 1 5.6.1.4
and
(time =) 2
0.15
(rate of reaction =) allow correct use of incorrectly 1
2 determined values for mass
and / or time
0.075 (g/min) 1
07.3 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
Investigating Temperature & Rate of Reaction
This question assesses core practical skills and quantitative data interpretation from the GCSE Chemistry "Rates of Reaction" topic:
- Evaluating & improving practical methods: Identifying flaws in volumetric measurement, temperature control, and timing in the disappearing cross practical (Required Practical 5).
- Calculating mean rates from graphs: Reading coordinate values accurately to calculate the rate using mass loss over a specified time interval.
- Predicting & sketching reaction curves: Understanding how higher temperature affects both the rate (gradient) and the final yield (level of the plateau).
Improving the Disappearing Cross Practical Method
Method correction • Extended response (Level of response mark scheme)
✅ Model 6-Mark Method
- Accurate measurement: Use a measuring cylinder (or pipette) to measure 50 cm³ of sodium thiosulfate solution into a conical flask.
- Separate apparatus: Use a clean, separate measuring cylinder to measure 10 cm³ of hydrochloric acid.
- Heating: Heat the sodium thiosulfate solution gently using a water bath to a chosen temperature.
- Place on cross: Place the flask over a black cross marked on white paper.
- Timing & mixing: Add the acid, swirl once, and immediately start the stopwatch.
- Temperature monitoring: Place a thermometer into the flask and record the temperature at the start and when the cross is obscured to calculate a mean temperature.
- Stopping point: Look down through the flask and stop the stopwatch the exact moment the black cross disappears.
- Range & Controls: Repeat the experiment across at least 4–5 different temperatures, keeping volumes, concentrations, and the cross identical each time.
💡 Flaws in the Student's Method
- Using a beaker for volume: Beakers are approximate; measuring cylinders are significantly more accurate.
- Using the same beaker for both liquids: Reusing the beaker contaminates the acid and triggers premature reaction before mixing.
- Measuring room temperature: They heated the liquid! You must measure the solution's temperature, not the room.
- Starting the timer too early: Step 4 starts the timer before the acid is even measured or added in Step 5.
🧠 Exam Technique: Securing Level 3 (5–6 marks)
- Identify and fix: Top marks require a coherent, logically sequenced step-by-step method that would produce a valid outcome.
- Control variables must be explicit: State "use the same concentration and volume of reactants each time".
- Describe temperature changes: Explicitly mention repeating at different temperatures (e.g., 20 °C, 30 °C, 40 °C, 50 °C).
❌ Common Student Traps
- Writing about safety: The prompt explicitly states: "You do not need to write about safety precautions." Writing about goggles or toxic SO₂ wastes valuable time and scores zero marks.
- Vague temperature recording: Saying "measure temperature with a thermometer" is not enough—you must state measuring the liquid, not the room.
• Level 3 (5–6 marks): Method leads to a valid outcome. All key steps identified, apparatus improvements named, control variables stated, logically sequenced.
• Level 2 (3–4 marks): Most key steps identified, but sequencing or specific apparatus improvements are incomplete.
• Level 1 (1–2 marks): Relevant isolated steps identified, but links are not made clear.
Calculating the Mean Rate of Reaction
Data extraction from graph • Unit rate calculation
📐 Step-by-Step Calculation
Equation given: Mean rate of reaction = change in mass of gas in g / time in mins
- Step 1: Read values from Figure 11 at 1 min and 3 min
• At t = 1 min : mass loss = 0.18 g (reading is -0.18)
• At t = 3 min : mass loss = 0.33 g (reading is -0.33)
[1 mark for identifying correct change in mass = 0.15 g and time = 2 min] - Step 2: Calculate the change in mass and time
• Change in mass = 0.33 g - 0.18 g = 0.15 g
• Time elapsed = 3 mins - 1 min = 2 mins - Step 3: Substitute into the formula
• Mean rate = 0.15 / 2
[1 mark for correct substitution] - Step 4: Final value
• Mean rate = 0.075 g/min
[1 mark for correct final answer]
❌ Common Errors in 07.2
- Dividing by 3 instead of 2: The question asks for the mean rate between 1 and 3 minutes. The elapsed time is 2 minutes, not 3!
- Misreading the y-axis scale: Each small square vertically represents 0.01 g. At 1 min the cross is at 18 small squares below 0 (-0.18 g), and at 3 mins it is at 33 small squares (-0.33 g).
- Worrying about negative signs: Rate is a positive scalar quantity representing how fast gas escapes; the mark scheme explicitly states "ignore signs".
🧠 Exam Tip: Error Carried Forward (ECF)
If you misread one graph value (e.g. you wrote 0.34 instead of 0.33), you lose mark 1, but if you correctly calculate (0.34 - 0.18) / 2 = 0.08 , you still earn the remaining 2 marks!
Sketching the Rate Curve at a Higher Temperature
Graph comparison • Collision theory • Limiting reactants
✅ What Your Curve Must Show
- Criterion 1 (1 mark): Starts at (0, 0) , lies to the left of the original curve, and is visibly steeper at all points initially.
- Criterion 2 (1 mark): Levels off horizontally at exactly -0.35 g (the exact same plateau value as the 40 °C curve), reaching this plateau before 4 minutes.
💡 Why Does It Look Like This?
- Why steeper? At 50 °C, particles have more kinetic energy, move faster, and collide more frequently. A greater proportion of collisions have energy ≥ activation energy (Eₐ), leading to more frequent successful collisions → higher initial rate.
- Why same final height (-0.35 g)? The amount of reactant (limiting reactant) has not changed. Therefore, the same total mass of gas will ultimately be produced.
Examiner-Style Diagram Description
To visualise the full-mark curve on Figure 11:
- Start your pen at (0, 0.00).
- Curve downwards more steeply, passing through roughly (1 min, -0.27 g) and (2 mins, -0.34 g) .
- Flatten out smoothly to a horizontal line along the gridline at -0.35 g around 3 minutes.
- Keep the line completely flat at -0.35 g from 3.5 minutes up to 5 minutes. Do not let it drop below -0.35 g!
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 (Foundation), November 2020. QuestionVault is an independent revision resource; questions remain the copyright of the awarding body.