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Secondary 4 Pure Physics Electricity Magnetism Quiz
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Questions
Secondary 4 Pure Physics Quiz - Electricity Magnetism
Name: ___________________________
Class: ___________________________
Date: ___________________________
Score: ________ / 40
Duration: 50 minutes
Total Marks: 40
Instructions:
- Answer ALL questions.
- Show all working clearly in the spaces provided.
- Include units in your final answers where applicable.
- The number of marks for each question is shown in brackets [ ].
- You may use a calculator.
Section A: Multiple Choice (5 × 2 marks = 10 marks)
Questions 1–5. Choose the ONE correct answer for each question.
1. A step-down transformer has 800 turns on the primary coil and 200 turns on the secondary coil. If the primary voltage is 240 V, what is the secondary voltage?
A) 30 V
B) 60 V
C) 120 V
D) 960 V
Answer: ________ [2]
2. A transformer has an efficiency of 85%. The primary voltage is 240 V and the primary current is 0.50 A. If the secondary voltage is 48 V, what is the secondary current?
A) 1.70 A
B) 2.13 A
C) 2.50 A
D) 2.94 A
Answer: ________ [2]
3. Which of the following correctly describes the magnetic field pattern around a long straight current-carrying wire?
A) Radial lines pointing outward from the wire
B) Concentric circles around the wire, direction given by right-hand grip rule
C) Parallel lines along the length of the wire
D) Uniform field with no preferred direction
Answer: ________ [2]
4. A rectangular coil is rotated in a uniform magnetic field. Which change will NOT increase the induced e.m.f. in the coil?
A) Increasing the number of turns in the coil
B) Increasing the speed of rotation
C) Increasing the strength of the magnetic field
D) Rotating the coil about an axis parallel to the magnetic field lines
Answer: ________ [2]
5. In a household electrical circuit, the fuse is always connected to the
A) neutral wire.
B) earth wire.
C) live wire.
D) appliance casing.
Answer: ________ [2]
Section B: Structured Questions (10 × 2 marks = 20 marks)
Questions 6–15. Answer in the spaces provided.
6. State Faraday's law of electromagnetic induction. [2]
7. A transformer has 600 turns on the primary coil and 30 turns on the secondary coil. The primary is connected to a 240 V a.c. supply.
(a) Calculate the secondary voltage. [1]
(b) State whether this is a step-up or step-down transformer. [1]
8. A straight wire carries a current of 5.0 A. The magnetic flux density at a point 4.0 cm from the wire is B.
(a) State how the value of B changes if the current is doubled. [1]
(b) State how the value of B changes if the distance from the wire is doubled. [1]
9. A d.c. motor consists of a coil placed between two magnets. State two ways to increase the turning effect on the coil. [2]
10. An ideal transformer has a primary voltage of 240 V and a secondary voltage of 12 V. The secondary current is 4.0 A. Calculate the primary current. [2]
11. A bar magnet is pushed into a solenoid connected to a sensitive galvanometer.
(a) State what is observed on the galvanometer. [1]
(b) State what happens to the galvanometer reading when the magnet is held stationary inside the solenoid. [1]
12. A power station generates electrical power at 25 000 V. The power is transmitted through cables with a total resistance of 4.0 Ω. If the power delivered is 5.0 MW, calculate the current in the transmission cables. [2]
13. State Lenz's law and explain how it relates to the conservation of energy. [2]
14. A transformer with efficiency 90% has a primary voltage of 240 V and a primary current of 2.0 A. The secondary voltage is 24 V. Calculate the secondary current. [2]
15. A current-carrying conductor is placed between the poles of a horseshoe magnet as shown (conductor perpendicular to the field, current into the page). State the direction of the force on the conductor. [2]
Section C: Application Questions (5 × 2 marks = 10 marks)
Questions 16–20. Answer in the spaces provided.
16. Explain why electrical power is transmitted at high voltage rather than low voltage over long distances. Your answer should include a relevant equation. [2]
17. A student sets up a simple circuit with a solenoid, a bar magnet, and a galvanometer. Describe how the student can produce a larger deflection on the galvanometer. Give two methods. [2]
18. A household circuit has a 13 A fuse. Three appliances are connected in parallel to the 240 V mains supply: a 2.0 kW kettle, a 1.5 kW heater, and a 60 W lamp.
(a) Calculate the total current drawn from the mains. [1]
(b) State whether the fuse will blow. Justify your answer. [1]
19. A coil of 50 turns and area 0.020 m² is placed in a uniform magnetic field of flux density 0.50 T. The coil is rotated from a position where the plane of the coil is perpendicular to the field to a position where it is parallel to the field in 0.10 s.
(a) Calculate the initial magnetic flux linkage through the coil. [1]
(b) Calculate the average e.m.f. induced in the coil. [1]
20. The figure shows a simple a.c. generator. The coil rotates at a constant speed in a uniform magnetic field.
(a) State the purpose of the slip rings in the a.c. generator. [1]
(b) On a copy of the axes below, sketch one complete cycle of the output voltage against time. Label the axes. [1]
(Sketch axes provided: horizontal axis "time / s", vertical axis "voltage / V")
End of Quiz
Answers
Secondary 4 Pure Physics Quiz - Electricity Magnetism
Answer Key
Section A: Multiple Choice
1. B) 60 V [2]
Working:
Using the transformer equation: V_s / V_p = N_s / N_p
V_s = V_p × (N_s / N_p) = 240 × (200 / 800) = 240 × 0.25 = 60 V
Marking notes: Award 2 marks for correct answer. Award 0 marks for incorrect or no answer.
2. B) 2.13 A [2]
Working:
Efficiency η = (V_s × I_s) / (V_p × I_p)
0.85 = (48 × I_s) / (240 × 0.50)
0.85 = (48 × I_s) / 120
48 × I_s = 0.85 × 120 = 102
I_s = 102 / 48 = 2.125 A ≈ 2.13 A
Marking notes: Award 2 marks for correct answer. Common error: forgetting to convert 85% to 0.85.
3. B) Concentric circles around the wire, direction given by right-hand grip rule [2]
Marking notes: Award 2 marks for correct answer.
4. D) Rotating the coil about an axis parallel to the magnetic field lines [2]
Explanation: Rotating about an axis parallel to the field lines means the coil does not cut through magnetic flux lines, so no e.m.f. is induced. All other options increase the rate of change of magnetic flux linkage.
Marking notes: Award 2 marks for correct answer.
5. C) live wire [2]
Explanation: The fuse must be connected to the live wire so that if the fuse blows, the circuit is disconnected from the high potential, preventing electric shock.
Marking notes: Award 2 marks for correct answer.
Section B: Structured Questions
6. Faraday's law of electromagnetic induction states that the induced electromotive force (e.m.f.) in a closed loop is equal to the rate of change of magnetic flux through the loop. [2]
Marking notes: Award 2 marks for a complete statement. Accept equivalent wording such as "induced e.m.f. is proportional to the rate of change of magnetic flux linkage." Award 1 mark for a partially correct statement (e.g., mentions rate of change of flux but omits e.m.f. or closed loop).
7.
(a) V_s = V_p × (N_s / N_p) = 240 × (30 / 600) = 240 × 0.05 = 12 V [1]
Marking notes: Award 1 mark for correct answer with working. Accept correct answer without working.
(b) Step-down transformer [1]
Marking notes: Award 1 mark for correct answer.
8.
(a) B doubles (B becomes 2B) [1]
Explanation: B is proportional to current I (B ∝ I). Doubling the current doubles B.
Marking notes: Award 1 mark for "doubles" or equivalent.
(b) B halves (B becomes B/2) [1]
Explanation: B is inversely proportional to distance r (B ∝ 1/r). Doubling the distance halves B.
Marking notes: Award 1 mark for "halves" or equivalent.
9. Any two of the following: [2]
- Increase the current in the coil
- Increase the number of turns in the coil
- Increase the strength of the magnetic field
- Increase the area of the coil
Marking notes: Award 1 mark each, maximum 2 marks. Do not accept vague answers like "increase the magnet" without specifying strength.
10. For an ideal transformer: V_p × I_p = V_s × I_s [1]
240 × I_p = 12 × 4.0
240 × I_p = 48
I_p = 48 / 240 = 0.20 A [1]
Marking notes: Award 1 mark for correct equation. Award 1 mark for correct final answer with unit. Accept correct answer without working for 2 marks.
11.
(a) The galvanometer needle deflects momentarily (in one direction) [1]
Marking notes: Award 1 mark for "deflects momentarily" or equivalent. Accept "needle kicks" or "brief deflection."
(b) The galvanometer reading is zero (no deflection) [1]
Explanation: When the magnet is stationary, there is no change in magnetic flux linkage, so no e.m.f. is induced.
Marking notes: Award 1 mark for "zero" or "no deflection."
12. P = V × I [1]
5.0 × 10⁶ = 25 000 × I
I = 5.0 × 10⁶ / 25 000 = 200 A [1]
Marking notes: Award 1 mark for correct equation. Award 1 mark for correct answer with unit. Accept correct answer without working for 2 marks.
13. Lenz's law states that the direction of the induced current is such that it opposes the change producing it. [1]
This relates to conservation of energy because the induced current creates a magnetic field that opposes the motion causing it. Work must be done to overcome this opposition, and this work is converted into electrical energy. If the induced current aided the motion, energy would be created from nothing, violating conservation of energy. [1]
Marking notes: Award 1 mark for correct statement of Lenz's law. Award 1 mark for linking opposition to work done and energy conservation. Accept equivalent reasoning.
14. Efficiency η = (V_s × I_s) / (V_p × I_p) [1]
0.90 = (24 × I_s) / (240 × 2.0)
0.90 = (24 × I_s) / 480
24 × I_s = 0.90 × 480 = 432
I_s = 432 / 24 = 18 A [1]
Marking notes: Award 1 mark for correct equation. Award 1 mark for correct answer with unit. Common error: forgetting to convert 90% to 0.90.
15. The force is directed upwards (or from S to N pole direction, perpendicular to both current and field) [2]
Explanation: Using Fleming's left-hand rule: the magnetic field goes from N to S (left to right), the current is into the page, so the force is upwards.
Marking notes: Award 2 marks for correct direction. Award 1 mark if direction is partially correct (e.g., "perpendicular" without specifying direction). Accept "upward" or "towards the top of the page."
Section C: Application Questions
16. Power lost in transmission cables is given by P_loss = I²R. [1]
By transmitting at high voltage, the current I is reduced (since P = VI, so I = P/V). Since power loss is proportional to I², reducing the current significantly reduces energy lost as heat in the cables. [1]
Marking notes: Award 1 mark for stating P_loss = I²R or equivalent. Award 1 mark for explaining that high voltage reduces current, reducing power loss. Accept equivalent reasoning.
17. Any two of the following: [2]
- Move the magnet into the solenoid faster (increase speed of movement)
- Use a stronger magnet
- Increase the number of turns in the solenoid
Marking notes: Award 1 mark each, maximum 2 marks. Accept equivalent methods that increase the rate of change of magnetic flux linkage.
18.
(a) Total power = 2000 + 1500 + 60 = 3560 W [1]
I = P / V = 3560 / 240 = 14.8 A (or 14.83 A)
Marking notes: Award 1 mark for correct total power. Award 1 mark for correct current calculation. Accept 14.8 A or 14.83 A.
(b) Yes, the fuse will blow [1]
Justification: The total current drawn (14.8 A) exceeds the fuse rating of 13 A, so the fuse will blow to protect the circuit.
Marking notes: Award 1 mark for correct conclusion with valid justification. Must compare current to fuse rating.
19.
(a) Initial magnetic flux linkage = N × B × A × cos θ [1]
When the coil is perpendicular to the field, θ = 0°, so cos θ = 1.
Flux linkage = 50 × 0.50 × 0.020 × 1 = 0.50 Wb
Marking notes: Award 1 mark for correct answer with unit. Accept 0.5 Wb.
(b) Final flux linkage = 0 (coil parallel to field, θ = 90°, cos 90° = 0) [1]
Average e.m.f. = (Change in flux linkage) / (Time taken)
= (0.50 - 0) / 0.10 = 5.0 V
Marking notes: Award 1 mark for correct answer with unit. Award 1 mark for correct working. Accept correct answer without working for 2 marks.
20.
(a) The slip rings maintain continuous electrical contact between the rotating coil and the external circuit, allowing the alternating current to be transferred to the external circuit without twisting the wires. [1]
Marking notes: Award 1 mark for correct purpose. Accept equivalent wording.
(b) Sketch should show a sinusoidal wave (sine curve) with: [1]
- Horizontal axis labelled "time / s"
- Vertical axis labelled "voltage / V"
- One complete cycle shown (positive and negative halves)
- Smooth sinusoidal shape
Marking notes: Award 1 mark for correct sinusoidal shape with both axes labelled. Award 0 marks if axes are not labelled or shape is not sinusoidal.
End of Answer Key