AQA GCSE Combined Science: Trilogy Physics Paper 2 (Higher), 2019: Question 4
11 marks · Standard Demand difficulty · Extended Answer
Determine the direction of the force on a current-carrying wire in a magnetic field, describe how to reverse that force, calculate the current using magnetic flux density, and explain why a simple motor coil rotates.
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Question text
04 Figure 6 shows a wire in a magnetic field.
The direction of the current in the wire is shown.
Figure 6
04.1 There is a force on the wire due to the current in the magnetic field.
In which direction is the force on the wire?
[1 mark]
Tick ( ) one box.
04.2 Give two ways that the direction of the force on the wire could be reversed.
[2 marks]
2 12
04.3 The length of the wire in the magnetic field is 0.050 m
The force on the wire is 0.072 N
magnetic flux density = 360 mT
Calculate the current in the wire.
Use the Physics Equations Sheet.
[4 marks]
13 Current = A
04.4 Figure 7 shows a simple motor.
Figure 7
Explain why the coil rotates when there is a current in the coil.
[4 marks]
Mark scheme
Show the mark scheme
AO /
Question Answers Extra information Mark ID
Spec. Ref.
04.1 1 AO1 A
6.7.2.2
04.2 reverse the direction of the 1 AO1 E
current 6.7.2.2
reverse the direction of the 1
magnetic field
04.3 an answer of 4.0 (A) scores 4
marks AO2 E
6.7.2.2
B = 0.360 (T) 1
0.072 = 0.360 × I × 0.050 allow a correct substitution using 1
an incorrectly / not converted
value of B
0.072 allow a correct rearrangement 1
I= using an incorrectly / not
(0.360 ×0.050)
converted value of B
I = 4.0 (A) allow a correct calculation using 1
an incorrectly / not converted
value of B
04.4 there is a magnetic field (due to 1 AO1 E
the permanent magnet) and 6.7.2.3
current in a wire causes a
magnetic field
current is in opposite directions 1
in each side of the coil
so forces act in opposite 1
directions on either side of the
coil
(the split ring ensures that) the allow (the split ring ensures that) 1
current in the left / right side of the force in the left / right side of
the coil is always in the same the coil is always in the same
direction direction 13
allow the current reverses each
half rotation
Total 11
How to answer it
Forces on a Current-Carrying Wire and Simple Motor
Part (a): Identify the force direction
1 mark
✅ Correct answer
The force is downwards.
On the options shown, tick the down arrow.
💡 Key knowledge
- A current-carrying wire in a magnetic field experiences a force.
- This is called the motor effect.
- Use Fleming’s left-hand rule to find the direction.
🧠 Exam technique
- Always work from the magnetic field direction and current direction shown in the diagram.
- For a 1-mark multiple-choice question, you only need the correct tick.
- If asked to explain, name the rule or the motor effect.
❌ Common errors
- Choosing the force direction as if it were the current direction.
- Confusing the direction of the magnetic field with the force.
- Using Fleming’s right-hand rule instead of the left-hand rule.
Part (b): Two ways to reverse the force
2 marks
✅ Correct answers
Any two of the following:
- Reverse the direction of the current.
- Reverse the direction of the magnetic field.
💡 Key knowledge
The direction of the force depends on:
- the direction of the current, and
- the direction of the magnetic field.
If either one changes direction, the force changes direction too.
🧠 Exam technique
- You need two separate ways, worth 1 mark each.
- Use clear phrasing: “reverse the current” or “reverse the magnetic field”.
- Don’t write vague answers like “change it” or “turn it around” unless you say what is being changed.
❌ Common errors
- Saying “increase the current” — this changes the size of the force, not its direction.
- Saying “change the wire length” — also changes size, not direction.
- Writing the same idea twice in different words. That only gains one mark.
Part (c): Using F = BIL
4 marks
📐 Calculations: step-by-step
- Write down the equation: F = BIL
- Convert the magnetic flux density: 360 mT = 0.360 T
- Substitute the values:
0.072 = 0.360 × I × 0.050 - Rearrange:
I = 0.072 ÷ (0.360 × 0.050) - Calculate:
I = 4.0 A
✅ Correct answer
Current = 4.0 A
Marks are awarded for:
1 mark for converting 360 mT to 0.360 T
1 mark for correct substitution
1 mark for correct rearrangement
1 mark for final answer
💡 Key knowledge
- F = force in newtons (N)
- B = magnetic flux density in tesla (T)
- I = current in amps (A)
- L = length of wire in metres (m)
🧠 Exam technique
- Always convert mT to T before calculating.
- Show rearrangement clearly to access method marks.
- Include the unit A in your final answer.
- The answer 4.0 A should be given to a sensible level of precision.
❌ Common calculation traps
- Using 360 instead of 0.360 for B.
- Forgetting to divide by both B and L .
- Writing the final answer without units.
- Not showing working, which can lose method marks.
Part (d): Explain the rotation of the coil
4 marks
✅ Correct answer
A full-mark answer should include these ideas:
- There is a magnetic field due to the permanent magnet.
- A current in the coil creates a magnetic field and so the coil experiences a force.
- The current is in opposite directions in the two sides of the coil, so the forces act in opposite directions.
- This produces a turning effect so the coil rotates.
- The split-ring commutator reverses the current every half-turn so the coil keeps turning in the same direction.
💡 Key knowledge
- Opposite forces on either side of the coil make it rotate.
- The split-ring commutator is essential because it keeps the motor turning continuously.
- Carbon brushes maintain electrical contact with the rotating commutator.
🧠 Exam technique
- Link the ideas in a logical order: magnetic field → current → forces → rotation → commutator.
- Use the words opposite directions and turning effect or moment.
- To describe a motor diagram, say what each part does, not just name the parts.
❌ Common errors
- Only naming parts like “magnet, coil, brushes” without explaining their function.
- Saying the coil rotates “because of electricity” without mentioning magnetic forces.
- Forgetting that the current is opposite in the two sides of the coil.
- Not mentioning the commutator, which is needed for continuous rotation.
Examiner-style advice: what top answers did well
Top-level responses clearly connected the magnetic field, the current in the coil, and the forces on opposite sides. The best answers also explained that the split-ring commutator reverses the current every half-turn, so the coil continues to rotate in the same direction.
Key facts to remember
Motor effect
A current-carrying wire in a magnetic field experiences a force.
Direction changes
Reverse the current or reverse the magnetic field to reverse the force.
Equation
F = BIL
Simple motor
Opposite forces on the coil cause rotation; the commutator keeps it turning the same way.
Topics
Physics · P7: Magnetism and Electromagnetism
Question and mark scheme from the AQA GCSE Combined Science: Trilogy examination, Physics Paper 2 (Higher), 2019. QuestionVault is an independent revision resource; questions remain the copyright of the awarding body.