AQA GCSE Chemistry Chemistry Paper 1 (Foundation), June 2022: Question 10

17 marks · Standard Demand difficulty · Extended Answer

Plan a method to investigate the temperature change when varying the mass of sodium carbonate in an exothermic reaction, determine the gradient and initial temperature from a graph, and interpret an energy profile diagram.

Practise this question

Question

Question 10 displays an exothermic reaction between sodium carbonate and hydrochloric acid. Question 10.1 asks to plan a method to investigate the effect of changing the mass of sodium carbonate on the highest temperature reached. Figure 17 shows a graph with mass of sodium carbonate on the x-axis (0.0 to 5.0 g) and highest temperature on the y-axis (20.0 to 30.0 °C), with a linear line of best fit from (1.0, 22.2) to (5.0, 28.6). Questions 10.2 and 10.3 ask to calculate the gradient with units and determine the initial temperature by extrapolating to the y-axis. Question 10.4 shows three sketch graphs (A, B, C) where sodium carbonate is added in excess. Figure 18 shows an exothermic reaction profile with y-axis labeled X and the energy difference between reactants and products labeled Y, followed by questions 10.5 and 10.6 identifying these labels and explaining why it is exothermic.
Question text

10 Sodium carbonate reacts with hydrochloric acid in an exothermic reaction.

The equation for the reaction is:

Na2CO3(s) + 2HCl(aq) → 2NaCl(aq) + CO2(g) + H2O(l)

A student investigated the effect of changing the mass of sodium carbonate powder

on the highest temperature reached by the reaction mixture.

10.1 Plan a method to investigate the effect of changing the mass of sodium carbonate

powder on the highest temperature reached.

[6 marks]

Figure 17 shows a line of best fit drawn through the student’s results.

Figure 17

10.2 Determine the gradient of the line of best fit in Figure 17.

Use the equation:

Change in highest temperature

Gradient =

Change in mass

Give the unit.

[5 marks]

Gradient = Unit

10.3 The initial temperature of the reaction mixture is where the line of best fit would meet

the y-axis.

Determine the initial temperature of the reaction mixture.

Show your working on Figure 17.

[2 marks]

Initial temperature of the reaction mixture =38 °C

10.4 Another student repeated the investigation but added sodium carbonate until the

sodium carbonate was in excess.

Which sketch graph shows the results obtained when sodium carbonate was added

until in excess?

[1 mark]

Tick ( ) one box.

A

B

C

Figure 18 shows a reaction profile for the reaction of sodium carbonate with

hydrochloric acid.

Figure 18

10.5 What do labels X and Y represent on Figure 18?

[2 marks]

X

Y

10.6 How does the reaction profile show that the reaction is exothermic?

Use Figure 18.

[1 mark]

Mark scheme

Show the mark scheme Mark scheme for Question 10. 10.1 provides a 3-level response scheme (up to 6 marks) including indicative practical steps: measuring acid volume, using an insulated cup, measuring initial temperature, adding weighed sodium carbonate, stirring, recording peak temperature, and repeating. 10.2 awards 5 marks for change in temperature, change in mass, gradient calculation yielding 1.6, and unit °C/g. 10.3 awards 2 marks for extrapolating the line to the y-axis and obtaining 20.6 °C. 10.4 identifies option C (1 mark). 10.5 identifies X as energy and Y as (overall) energy change (2 marks). 10.6 awards 1 mark for stating that the level/energy of products is below the level/energy of reactants.

Question 10

AO/

Question Answers Mark

Spec. Ref

10.1 Level 3: The method would lead to the production of a valid 5–6 AO1

outcome. The key steps are identified and logically sequenced. 4.5.1.1

RPA 4

Level 2: The method would not necessarily lead to a valid 3–4

outcome. 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

• measure volume of (hydrochloric) acid

• with a measuring cylinder

• pour (hydrochloric) acid into a suitable container eg

polystyrene cup

• measure the initial temperature (of hydrochloric acid)

• with a thermometer

• add a known mass of sodium carbonate

• measured with a balance

• stir

• measure the highest temperature reached

• repeat with different masses of sodium carbonate

or

add successive masses of sodium carbonate to the same

mixture

• repeat the whole investigation

• use the same starting temperature

• use the same volume of (hydrochloric) acid each time

• use the same concentration of (hydrochloric) acid each time

AO /

Question Answers Extra information Mark

Spec. Ref.

10.2 change in highest temperature allow a tolerance of ± ½ a small 1 AO2

View with square 4.5.1.1

RPA4

Figure 17 27

corresponding change in mass allow a tolerance of ± ½ a small 1

square

(gradient =)

change in highest temperature allow correct use of an 1

change in mass incorrectly determined change in

highest temperature and / or

change in mass

(gradient =) 1.6 1

°C/g allow °C/gram(s) 1

AO /

Spec. Ref.

10.3 extrapolates line to the y-axis 1 AO2

View with 4.5.1.1

20.6 (°C) allow a tolerance of ± ½ a small 1 RPA4

Figure 17

square

allow a correctly determined

value from an incorrectly

extrapolated line

alternative approach:

(highest temperature at 1.0 g –

change in highest temperature

per gram =)

22.2 – 1.6 (1) allow correct use of value

determined for gradient in

question10.2

= 20.6 (°C) (1)

AO /

Spec. Ref.

10.4 C 1 AO3

4.5.1.1

RPA4

AO /

Spec. Ref.

10.5 (X) energy 1 AO1

4.5.1.2

(Y) (overall) energy change 1

AO /

Spec. Ref.

10.6 (level of) products is below allow the energy decreases 1 AO1

(level of) reactants (overall) 4.5.1.2

allow energy is transferred to

the surroundings

ignore references to bond

making / breaking

Total Question 10 17

How to answer it

Exothermic Neutralisation: Required Practical & Energy Profiles

WHAT THIS QUESTION TESTS

Core Specifications: AQA Chemistry 4.5.1.1 (Exothermic and Endothermic Reactions), 4.5.1.2 (Reaction Profiles), and Required Practical 4 (Investigating Temperature Changes).

  • Planning an experimental method to measure temperature change safely and accurately using insulated equipment.
  • Extracting coordinates from a linear graph and calculating a gradient with correct units.
  • Extrapolating a line of best fit to determine the y-intercept (initial temperature).
  • Predicting graphical trends when a reactant becomes limiting vs in excess.
  • Labelling and interpreting exothermic reaction profiles (energy axes and overall energy change ΔH).
QUESTION 10.1 • 6 MARKS

Investigating the Effect of Mass on Maximum Temperature Reached

Plan an experimental method for this investigation (Required Practical 4)

✅ Model 6-Mark Method

  1. Measure a set volume (e.g. 25 cm³) of hydrochloric acid using a measuring cylinder.
  2. Pour the acid into a polystyrene cup placed inside a glass beaker for stability.
  3. Measure and record the initial temperature of the acid using a thermometer.
  4. Weigh an exact mass (e.g. 1.0 g) of sodium carbonate powder using a digital balance.
  5. Add the powder to the acid, place a lid on the cup, and stir the mixture continuously.
  6. Record the highest temperature reached on the thermometer.
  7. Repeat the experiment using different known masses of sodium carbonate (e.g. 2.0 g, 3.0 g, 4.0 g, 5.0 g).
  8. Keep key control variables constant: initial starting temperature, volume of acid, and acid concentration.

🧠 Exam Technique: Level 3 Criteria

This is a 6-mark banded response question. To achieve Level 3 (5–6 marks), your method must be:

  • Valid: Leads to the required outcome (investigates mass vs highest temperature).
  • Logically sequenced: Step-by-step from start to finish.
  • Specific equipment named: Mention a measuring cylinder (not "pot"), a balance (not "scales"), and a thermometer.
  • Control variables stated: Acid volume and concentration must stay constant so it is a fair test.

💡 Key Knowledge: Why a Polystyrene Cup?

Polystyrene is a thermal insulator. It reduces the rate of energy transfer to the surroundings, ensuring measured maximum temperatures are closer to true theoretical values.

❌ Common Errors

  • Forgetting to state that the acid's initial temperature must be measured before adding powder.
  • Omitting the word highest (writing "measure final temperature" instead of "highest temperature reached").
  • Vague equipment names: writing "measure 25 ml of acid" without stating with a measuring cylinder.
Mark Scheme: Level 3 (5–6 marks) for a complete, logically sequenced method identifying all measurements (mass, volume, start & highest temp) and control variables.
QUESTION 10.2 • 5 MARKS

Calculating the Gradient and Determining Units

Calculate the gradient of the line of best fit in Figure 17 and state its unit

📐 Step-by-Step Calculation

Step 1: Check the grid scale

  • x-axis (Mass in g): 10 small squares = 1.0 g → 1 small square = 0.1 g .
  • y-axis (Temp in °C): 10 small squares = 2.0 °C → 1 small square = 0.2 °C .

Step 2: Read two coordinates far apart on the line

  • Point 1: At mass = 1.0 g , Temperature = 22.2 °C (1 small square above 22.0 °C).
  • Point 2: At mass = 5.0 g , Temperature = 28.6 °C (3 small squares above 28.0 °C).

Step 3: Calculate the changes (Δy and Δx)

Change in highest temperature = 28.6 - 22.2 = 6.4 °C

Change in mass = 5.0 - 1.0 = 4.0 g

Step 4: Calculate the gradient

Gradient = 6.4 / 4.0 = 1.6

Step 5: Work out the unit

Unit = (unit of y) / (unit of x) = °C/g (or °C per gram)

✅ Final Answers

Gradient: 1.6

Unit: °C/g

❌ Common Errors

  • Misreading the y-axis: counting 1 small square as 0.1 °C instead of 0.2 °C.
  • Using points that are too close together or not actually on the line.
  • Writing inverted units (e.g. g/°C instead of °C/g).
Mark Scheme Breakdown (5 marks): 1 mark for change in temp (± ½ small square), 1 mark for change in mass (± ½ small square), 1 mark for dividing change in temp by change in mass, 1 mark for 1.6, 1 mark for °C/g.
QUESTION 10.3 • 2 MARKS

Finding the Initial Temperature (y-intercept)

Determine the initial temperature of the reaction mixture by extrapolating to the y-axis

✅ Correct Methods & Answers

Method 1 (Graphical extrapolation):

Place a ruler on the straight line in Figure 17 and extend it backwards to cross the vertical axis at mass = 0.0 g. The line crosses at 3 small squares above 20.0 °C:

Initial temperature = 20.6 °C

Method 2 (Algebraic):

y = mx + c → c = y - mx

c = 22.2 - (1.6 × 1.0) = 20.6 °C

🧠 Exam Technique: "Show your working on Figure 17"

What examiner looks for on the graph: A sharp, continuous straight line drawn from x = 1.0 g down to the y-axis (x = 0.0 g). You get 1 mark purely for drawing this extrapolation line on Figure 17!

Always draw working lines on the graph with a sharp pencil and a long clear ruler.

Mark Scheme (2 marks): 1 mark for extrapolating the line to the y-axis on Figure 17. 1 mark for reading 20.6 (°C) [allow ± ½ small square: 20.5 to 20.7 °C].
QUESTION 10.4 • 1 MARK

Adding Reactant Until in Excess

Which sketch graph shows the results obtained when sodium carbonate was added until in excess?

✅ Correct Answer

Box C is correct.

💡 Understanding Limiting Reactants & Plateau

Initially, hydrochloric acid is in excess and sodium carbonate is the limiting reactant. Adding more powder releases more thermal energy, causing the maximum temperature to rise steadily (upward slope).

Once all the acid has reacted, sodium carbonate is now in excess and hydrochloric acid is limiting. No further reaction occurs, so no additional heat is released. The temperature reaches a plateau (horizontal flat line).

❌ Why Other Graphs Are Wrong

  • Graph A: Shows the rate of temperature rise increasing even faster — physically impossible once the acid runs out.
  • Graph B: Shows temperature increasing indefinitely in a straight line — this assumes infinite acid is available.
Mark Scheme (1 mark): 1 mark for ticking box C.
QUESTIONS 10.5 & 10.6 • 3 MARKS

Exothermic Reaction Profiles

✅ 10.5 Labels X and Y (2 marks)

  • X: Energy (the vertical axis label)
  • Y: Overall energy change (or ΔH)

✅ 10.6 Explaining Exothermic from the Profile (1 mark)

The profile shows the reaction is exothermic because:

The products are at a lower energy level than the reactants

(Accept: Energy has been released/transferred to the surroundings / overall energy decreases).

💡 Reaction Profile Features

  • Reactants to Peak: Activation energy (Eₐ).
  • Reactants to Products (Arrow Y): Overall energy change (ΔH). For exothermic reactions, this arrow points downwards.
  • Products below Reactants: Energy is given out to the surroundings as heat, which increases the thermometer reading.

❌ Common Misconceptions

  • Confusing Y with Activation Energy: Activation energy is measured from reactants up to the highest point (hump), not down to products.
  • In 10.6: Giving bond-breaking/bond-forming explanations. The question specifically says "Use Figure 18", so you must refer to the relative levels of reactants and products on the diagram!
Mark Scheme (3 marks): 10.5: 1 mark for 'energy', 1 mark for '(overall) energy change'. 10.6: 1 mark for '(level of) products is below (level of) reactants'.

Topics

Chemistry · Required Practicals · C5: Energy Changes · Required Practicals

Question and mark scheme from the AQA GCSE Chemistry examination, Chemistry Paper 1 (Foundation), June 2022. QuestionVault is an independent revision resource; questions remain the copyright of the awarding body.