AQA GCSE Combined Science: Trilogy Physics Paper 1 (Foundation), November 2020: Question 4
13 marks · Low Demand difficulty · Short Answer
Answer questions on the particle model, temperature, changes of state, specific heat capacity, and latent heat of vaporisation using data from cooling a balloon in liquid nitrogen.
Practise this questionQuestion
Question text
04 A scientist had a balloon which was filled with air.
04.1 Which statement describes how air particles move?
[1 mark]
Tick ( ) one box.
At random speeds in random directions
At random speeds in the same direction
At the same speed in random directions
At the same speed in the same direction
The temperature of the air was 19 °C
The scientist dipped the balloon into liquid nitrogen.
The temperature of the liquid nitrogen was −196 °C
04.2 Which thermometer could be used to measure the temperature of the liquid nitrogen?
[1 mark]
Tick ( ) one box.
04.3 The scientist wore special insulating gloves when putting the balloon into the
liquid nitrogen.
*14* Suggest why.
[1 mark]
04.4 When the balloon was put into liquid nitrogen the temperature of the air in the
balloon decreased.
Complete the sentences.
Choose answers from the box.
Each answer may be used once, more than once or not at all.
[2 marks]
decreased stayed the same increased
As the air in the balloon cooled down, the speed of the particles
. This is because the kinetic energy of the
particles 16 .
04.5 The air in the balloon had a mass of 0.00320 kg
The temperature of the air in the balloon decreased by 215 °C
The change in thermal energy of the air in the balloon was 860 J
Calculate the specific heat capacity of the air in the balloon.
Use the Physics Equations Sheet.
[3 marks]
Specific heat capacity = J/kg°C
04.6 The liquid nitrogen boiled.
What happens to the temperature of nitrogen as it boils?
[1 mark]
Tick ( ) one box.
Temperature decreases
Temperature increases
Temperature stays the same 17
The scientist recorded measurements to calculate the specific latent heat of
vaporisation of nitrogen.
04.7 What is meant by vaporisation?
[1 mark]
Tick ( ) one box.
A change of state from liquid to gas
*16* A change of state from solid to gas
A change of state from solid to liquid
04.8 The mass of nitrogen that vaporised was 0.0072 kg
1440 J of energy was transferred to the nitrogen as it vaporised.
Calculate the specific latent heat of vaporisation of nitrogen.
Use the Physics Equations Sheet.
[3 marks]
Specific latent heat of vaporisation = J/kg
Mark scheme
Show the mark scheme
AO /
Question Answers Extra information Mark
Spec. Ref.
04.1 at random speeds in random 1 AO1
directions 6.3.3.1
04.2 3rd thermometer ticked 1 AO2
6.3.2
04.3 to prevent (frost/cold) burns allow to prevent frostbite 1 AO3
6.3.2.2
or
to prevent injury from the cold
nitrogen
04.4 decreased 1 AO1
6.3.2.1
decreased 1 6.3.3.1
04.5 860 = 0.00320 × c × 215 1 AO2/1
860 4-5
c =
0.00320 × 215 1
6.3.2.2
c = 1250 (J/kg°C) 1 6.1.1.3
04.6 temperature stays the same 1 AO2
6.3.2.3
04.7 a change of state from liquid to 1 AO1
gas 6.3.2.3
04.8 1440 = 0.0072 × L 1 AO2
6.3.2.3
1440 1
L =
0.0072
L = 200 000 (J/kg) 1
Total 13
How to answer it
Particle Motion, Specific Heat Capacity & Latent Heat
This question assesses fundamental ideas from the Particle Model of Matter (AQA Topic 3 / Paper 1):
- Describing the movement and energy of gas particles as temperature changes.
- Selecting suitable laboratory instruments based on measurement ranges (negative temperatures).
- Identifying risks and safety precautions with extreme cryogenic temperatures.
- Calculating specific heat capacity ( ΔE = m c Δθ ) and rearranging formulas.
- Understanding temperature constancy during phase changes (boiling/vaporisation).
- Calculating specific latent heat ( E = m L ).
Question 04.1: Motion of Gas Particles (1 Mark)
✅ Correct Answer
Tick box 1: At random speeds in random directions
💡 Key Knowledge
Gas particles move completely randomly. They collide elastically with each other and the container walls, leading to a wide spread of velocities.
Question 04.2: Selecting the Correct Thermometer (1 Mark)
✅ Correct Answer
Tick the 3rd thermometer (Digital probe thermometer with range -200 °C to +200 °C ).
🧠 Exam Technique: Range Check
Liquid nitrogen boils at -196 °C .
- Thermometer 1 only goes down to -40 °C.
- Thermometer 2 only goes down to +10 °C.
- Only Thermometer 3 includes -196 °C inside its scale!
Question 04.3: Cryogenic Safety Precaution (1 Mark)
✅ Correct Answer
- To prevent frostbite
- OR To prevent (cold/frost) burns
- OR To prevent injury from the extreme cold
❌ Common Errors
Saying "to keep hands warm" is too vague and does not gain credit. You must specify avoiding injury, severe tissue damage, or frostbite caused by extreme low temperature.
Question 04.4: Temperature and Kinetic Energy (2 Marks)
✅ Correct Answers
As the air in the balloon cooled down, the speed of the particles decreased.
This is because the kinetic energy of the particles decreased.
💡 Key Knowledge
Temperature is directly proportional to the average kinetic energy of the particles. When cooled, particles lose kinetic energy and therefore slow down.
Question 04.5: Specific Heat Capacity Calculation (3 Marks)
📐 Step-by-Step Calculation
- Select formula:
ΔE = m × c × Δθ - Substitute values:
ΔE = 860 J
m = 0.00320 kg
Δθ = 215 °C
860 = 0.00320 × c × 215 [1 mark] - Rearrange for c:
c = 860 / (0.00320 × 215)
c = 860 / 0.688 [1 mark] - Final Answer:
c = 1250 J/kg°C [1 mark]
❌ Common Errors
- Bracket mistakes: Typing 860 / 0.00320 × 215 into a calculator without brackets gives an impossible answer of 57,781,250!
- Always multiply the denominator first: 0.00320 × 215 = 0.688 , then divide: 860 / 0.688 = 1250 .
Questions 04.6 & 04.7: State Changes & Vaporisation (2 Marks)
✅ 04.6 Boiling Temperature (1 Mark)
Tick box 3: Temperature stays the same
Reason: During boiling, thermal energy is used to break intermolecular bonds rather than increase kinetic energy.
✅ 04.7 Meaning of Vaporisation (1 Mark)
Tick box 1: A change of state from liquid to gas
Recall: Solid to gas is sublimation; solid to liquid is melting.
Question 04.8: Specific Latent Heat Calculation (3 Marks)
📐 Step-by-Step Calculation
- Select formula:
E = m × L - Substitute given numbers:
E = 1440 J
m = 0.0072 kg
1440 = 0.0072 × L [1 mark] - Rearrange for L:
L = 1440 / 0.0072 [1 mark] - Calculate value:
L = 200 000 J/kg (or 2.0 × 10⁵ J/kg ) [1 mark]
🧠 Exam Technique: Choose the Right Equation!
Students often mix up the two thermal equations:
- Temperature change? Use ΔE = m c Δθ (uses specific heat capacity).
- State change at constant temp? Use E = m L (uses specific latent heat).
Topics
Physics · P1: Energy · P3: Particle Model of Matter
Question and mark scheme from the AQA GCSE Combined Science: Trilogy examination, Physics Paper 1 (Foundation), November 2020. QuestionVault is an independent revision resource; questions remain the copyright of the awarding body.