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Edexcel GCSE· Physics·higher

Edexcel GCSE Physics — Paper 1 (Higher Tier)

105 minutes📊 100 marks📄 Paper 1 (Higher Tier)
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ℹ️ About this paper: This is an exam-board-aligned practice paper written in the style of Edexcel GCSE — not an official past paper. Use it for timed practice, then check against the mark scheme included below. For official past papers, see the exam board's website.
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Edexcel GCSE Physics — Paper 1 (Higher Tier)

Total marks: 100 · Duration: 105 minutes · Tier: Higher

Instructions to candidates

• Answer ALL questions in black ink or black ball-point pen. • You may use an HB pencil for graphs and diagrams. • Answer all questions in the spaces provided. • A calculator may be used. • In calculations, show clearly how you work out your answer. • The total mark for this paper is 100. The marks for each question are shown in brackets.

Paper

Section A — Structured Questions (60 marks)

Question 1

A student investigates the relationship between force and extension for a spring.

Figure 1 shows the apparatus used.

[IMAGE DESCRIPTION: Diagram showing a clamp stand with a spring suspended vertically. A ruler is positioned alongside the spring. Masses can be added to a hook at the bottom of the spring. The original length of the spring and the extended length are marked.]

The student adds 100 g masses one at a time and measures the total extension of the spring.

Table 1 shows the student's results.

Table 1

Mass / g Force / N Extension / cm
0 0 0
100 1.0 2.4
200 2.0 4.9
300 3.0 7.3
400 4.0 9.8
500 5.0 15.6

(a) State the independent variable in this investigation. (1 mark)

(b) The student should have taken repeat readings and calculated a mean.

Explain why taking repeat readings improves the investigation. (2 marks)

(c) Plot a graph of force against extension on graph paper. Draw a line of best fit. (4 marks)

(d) Use your graph to determine the spring constant for the linear region of the graph.

Show clearly how you obtain your answer and include the unit. (3 marks)

(e) The limit of proportionality is the point beyond which the spring no longer obeys Hooke's law.

Use the data in Table 1 to identify at which force the spring exceeds its limit of proportionality.

Explain your answer. (2 marks)


Question 2

A cyclist travels along a straight road. Figure 2 shows the distance–time graph for the cyclist's journey.

[IMAGE DESCRIPTION: A distance-time graph with distance (m) on the y-axis (0 to 500) and time (s) on the x-axis (0 to 100). The graph shows: a straight line from origin to point (40, 200), then a horizontal line from (40, 200) to (60, 200), then a straight line from (60, 200) to (100, 500).]

(a) Calculate the cyclist's speed during the first 40 seconds of the journey. (3 marks)

(b) Describe the motion of the cyclist between 40 s and 60 s. (1 mark)

(c) Calculate the average speed for the entire 100 second journey. (2 marks)

(d) The cyclist has a mass of 65 kg and the bicycle has a mass of 15 kg.

Calculate the kinetic energy of the cyclist and bicycle at 100 seconds.

Use your answer from part (c) and the equation:

kinetic energy = 0.5 × mass × (speed)²

(3 marks)

(e) The cyclist applies the brakes and comes to a stop.

Explain, in terms of energy transfer, what happens to the kinetic energy of the cyclist and bicycle. (2 marks)


Question 3

Electrical devices transfer energy. Different devices have different power ratings.

Table 2 shows information about four household electrical devices.

Table 2

Device Power rating / W Typical daily usage time / hours
LED lamp 12 5.0
Kettle 2400 0.25
Laptop computer 65 4.0
Electric shower 9500 0.50

(a) Define power. (1 mark)

(b) Calculate the energy transferred by the kettle in one day.

Give your answer in joules. (3 marks)

(c) Calculate how much energy, in kilowatt-hours (kWh), the electric shower transfers in one day. (2 marks)

(d) The cost of electricity is 34p per kWh.

Calculate the cost of running all four devices for 30 days. (4 marks)

(e) The LED lamp is to be replaced with a traditional filament lamp that produces the same brightness. The filament lamp has a power rating of 60 W.

Compare the cost of running the LED lamp with the cost of running the filament lamp for one year (365 days).

Comment on the advantage of using LED lamps. (3 marks)


Question 4

Nuclear power stations generate electricity using nuclear fission reactions.

Figure 3 shows a simplified diagram of a nuclear power station.

[IMAGE DESCRIPTION: Block diagram showing: Nuclear Reactor → Steam Generator → Turbine → Generator → National Grid. A separate cooling system loop is shown connected to the steam generator.]

(a) State the purpose of the nuclear reactor. (1 mark)

(b) Uranium-235 is commonly used as fuel in nuclear reactors.

Complete the nuclear equation for the fission of uranium-235:

²³⁵₉₂U + ¹₀n → ¹⁴¹₅₆Ba + ⁹²₃₆Kr + ___ ¹₀n

(1 mark)

(c) Explain why a chain reaction is necessary for a nuclear reactor to generate electricity continuously. (2 marks)

(d) Nuclear power stations produce radioactive waste.

Different types of radioactive waste require different methods of disposal.

Low-level waste can be buried in landfill sites.

High-level waste must be stored in secure facilities for thousands of years.

Explain why high-level waste must be stored for such long periods. (2 marks)

(e) A sample of radioactive waste has a half-life of 28 years and an initial activity of 8000 Bq.

Calculate the activity of the sample after 84 years. (3 marks)

(f) Evaluate the use of nuclear power compared to fossil fuels for generating electricity. (4 marks)


Question 5

A student investigates how the resistance of a wire varies with length.

The student uses the circuit shown in Figure 4.

[IMAGE DESCRIPTION: Circuit diagram showing a battery connected to: an ammeter in series, a fixed resistor (labelled "protective resistor") in series, a length of wire (labelled "test wire") with a crocodile clip that can be moved to change the length in the circuit, and a voltmeter connected in parallel across the test wire.]

The student changes the length of wire in the circuit and records the current and potential difference.

Table 3 shows the results.

Table 3

Length / cm Current / A Potential difference / V Resistance / Ω
20 0.45 0.90 2.0
40 0.35 1.40
60 0.30 1.80 6.0
80 0.25 2.00 8.0
100 0.22 2.20 10.0

(a) Complete Table 3 by calculating the resistance of the 40 cm length of wire. (2 marks)

(b) State the relationship between the length of the wire and its resistance. (1 mark)

(c) Explain, in terms of electrons, why increasing the length of the wire increases its resistance. (3 marks)

(d) The protective resistor has a resistance of 5 Ω.

Explain why the protective resistor is included in the circuit. (2 marks)

(e) The test wire is made of constantan and has a diameter of 0.32 mm.

The resistivity of constantan is 4.9 × 10⁻⁷ Ω m.

Show that the resistance of 100 cm of this wire is approximately 10 Ω.

Use the equation:

resistance = (resistivity × length) / cross-sectional area

(4 marks)


Question 6

A loudspeaker produces sound waves. Figure 5 shows how the loudspeaker cone vibrates.

[IMAGE DESCRIPTION: Diagram showing a loudspeaker cone. The cone is shown in two positions - normal position (solid line) and displaced position (dotted line). Arrows show the direction of vibration (left and right). Labels indicate "compression" and "rarefaction" regions in the air in front of the speaker.]

(a) Sound waves are longitudinal waves.

Explain what is meant by a longitudinal wave. (2 marks)

(b) The loudspeaker produces a sound wave with a frequency of 512 Hz.

The speed of sound in air is 340 m/s.

Calculate the wavelength of this sound wave. (3 marks)

(c) A student stands 68 m from the loudspeaker.

Calculate the time taken for the sound to reach the student. (2 marks)

(d) The student moves to a position where sound waves reflected from a wall interfere with sound waves coming directly from the loudspeaker.

At certain positions the student hears a louder sound and at other positions a quieter sound.

Explain, in terms of superposition, why the student hears these changes in loudness. (3 marks)

Section B — Extended Response (40 marks)


Question 7

A company is designing a new electric car. The car will have a mass of 1800 kg (including passengers).

The designers need to consider the performance and safety features of the vehicle.

Performance data: • Maximum speed: 35 m/s (motorway speed) • Acceleration from 0 to 28 m/s: 6.5 seconds • Battery capacity: 75 kWh • Typical range: 400 km

Safety features under consideration: • Anti-lock braking system (ABS) • Crumple zones in the front and rear • Airbags • Automatic emergency braking (uses sensors to detect obstacles)

The company's engineers must balance performance with safety and cost.

Discuss the physics principles involved in the performance and safety of the electric car.

You should include: • calculations of the kinetic energy at maximum speed and the braking force required • explanations of how safety features reduce the risk of injury in collisions • an evaluation of how the design choices involve compromise between different factors.

(12 marks)


Question 8

The UK government aims to reduce carbon dioxide emissions by increasing the use of renewable energy sources for electricity generation.

Figure 6 shows the percentage of electricity generated by different sources in the UK in 2022.

Figure 6: UK electricity generation by source (2022)

Energy source Percentage / %
Natural gas 38
Wind 26
Nuclear 16
Biomass 6
Solar 5
Coal 2
Hydroelectric 2
Other 5

Table 4 compares characteristics of different power stations.

Table 4

Type Start-up time Capital cost Running cost per kWh CO₂ emissions / g per kWh Lifetime / years
Gas Minutes £0.9m per MW 5p 380 30
Wind Immediate £1.4m per MW 0p 0 25
Nuclear Days £6.0m per MW 2p 0 60
Solar Immediate £0.8m per MW 0p 0 30

Evaluate the extent to which the UK can meet its future electricity demands using only renewable energy sources.

You should: • analyse the data provided about current electricity generation and the characteristics of different power stations • explain the advantages and disadvantages of different renewable energy sources • discuss the scientific, economic and environmental factors that must be considered • reach a justified conclusion about whether renewable sources alone can meet future electricity demands.

(15 marks)


Question 9

Medical physicists use different types of radiation and imaging techniques to diagnose and treat diseases.

Information about radioisotopes used in medicine:

Technetium-99m • Type of radiation: gamma • Half-life: 6 hours • Use: Medical imaging (tracer) • Energy: 0.14 MeV

Iodine-131 • Type of radiation: beta and gamma • Half-life: 8 days • Use: Treatment of thyroid cancer • Energy: 0.6 MeV

Cobalt-60 • Type of radiation: gamma • Half-life: 5.3 years • Use: External radiotherapy for tumours • Energy: 1.2 MeV

Alpha emitters (various) • Type of radiation: alpha • Half-life: varies (hours to days) • Use: Targeted alpha therapy (experimental) • Energy: 5–9 MeV

Medical imaging also uses X-rays, which are produced by firing high-energy electrons at a metal target.

Evaluate the use of different types of ionising radiation in medical diagnosis and treatment.

Your answer should include: • explanations of why particular types of radiation are suitable for particular medical applications • analysis of the properties of different radiations (penetration, ionisation, half-life) • discussion of the risks and benefits to patients • a consideration of how medical professionals minimise risk while maximising therapeutic benefit.

(13 marks)


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