Physics 0625 · for examination in 2026, 2027 and 2028
Topic 2 · Thermal physics
The kinetic particle model and what it explains: gas pressure, thermal expansion, specific heat capacity, change of state, and the three ways energy moves.
Written in the format of: Papers 1 and 2 (multiple choice), Papers 3 and 4 (theory), Paper 6 (alternative to practical)
Written by GioPhysics from the published syllabus. These are practice papers in the style of Cambridge IGCSE Physics 0625; they are not Cambridge papers, contain no past-paper questions, and the official syllabus and specimen materials remain the authority. Cambridge IGCSE Physics 0625 syllabus
- Marks
- 3813
- Questions
- 106
- Multiple choice
- 65
- Suggested time
- 45 minutes
How hard the questions are
Pitched at the board's own level, not above it. Multiple choice is mostly one step, with a couple of two-step items and one that rewards the candidate who does not take the obvious route. Structured questions open on a 1-mark recall and close on an explanation or a suggestion worth two marks — the marks real candidates most often drop.
- 11RecallOne idea, one step. The mark is for knowing it.
- 43RoutineThe standard application — the named equation, the usual graph read.
- 42DemandingSeveral steps, and you have to choose them. Nothing says which comes first.
- 10DiscriminatingThe part that separates the top grade: an unfamiliar context, a derivation, or an argument that has to hold together to earn anything.
Which row describes the molecules of a gas?
| separation | arrangement | motion | |
|---|---|---|---|
| A | close together | regular | vibrating about fixed positions |
| B | close together | random | moving past one another |
| C | far apart | random | moving rapidly in all directions |
| D | far apart | regular | vibrating about fixed positions |
- Aclose together · regular · vibrating about fixed positions
- Bclose together · random · moving past one another
- Cfar apart · random · moving rapidly in all directions
- Dfar apart · regular · vibrating about fixed positions
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Answer overview
Cfar apart · random · moving rapidly in all directions
A fixed mass of gas has a volume of 300 cm³ at a pressure of 1.0 × 10⁵ Pa. The gas is compressed to a volume of 120 cm³ at constant temperature. What is the new pressure?
- A0.40 × 10⁵ Pa
- B1.2 × 10⁵ Pa
- C2.5 × 10⁵ Pa
- D3.6 × 10⁵ Pa
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Answer overview
C2.5 × 10⁵ Pa
The specific heat capacity of water is 4200 J/(kg °C). How much energy is needed to raise the temperature of 2.0 kg of water by 15 °C?
- A560 J
- B8400 J
- C63 000 J
- D126 000 J
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Answer overview
D126 000 J
Which statement about evaporation is correct?
- AIt happens throughout the liquid, at one fixed temperature.
- BIt happens only at the surface, at any temperature below the boiling point.
- CIt raises the temperature of the liquid that is left behind.
- DIt happens faster when the air above the liquid is still and humid.
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Answer overview
BIt happens only at the surface, at any temperature below the boiling point.
An electric heating element is fitted at the bottom of a tank of water. Why is this the best position?
- AWater conducts thermal energy well downwards but not upwards.
- BWarm water is less dense, so it rises and a convection current circulates through the tank.
- CThermal radiation travels upwards more easily than downwards.
- DThe pressure is greatest at the bottom, so energy transfers faster there.
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Answer overview
BWarm water is less dense, so it rises and a convection current circulates through the tank.
Four identical cans are filled with water at 80 °C and left to cool in the same room. Which can cools fastest?
- Aa can with a shiny silver surface
- Ba can with a shiny white surface
- Ca can with a dull black surface
- Dall four cool at the same rate
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Answer overview
Ca can with a dull black surface
Smoke particles are placed in a small glass cell containing air and viewed through a microscope with a bright light shining from the side. The smoke particles are seen as tiny bright specks.
- (a)
Describe Describe what is seen when the smoke particles are observed through the microscope.
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Mark-by-mark answer
the bright specks move continuously
in random directions / on jerky, unpredictable paths
- (b)
Explain Explain this motion in terms of the molecules of the air.
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Mark-by-mark answer
the air molecules are in constant random motion and collide with the smoke particle
the molecules are much smaller than the smoke particle but move much faster, so each collision transfers a noticeable momentum
at any instant the collisions on one side outnumber those on the other, so the resultant force on the particle changes direction randomly
- (c)
Explain The air in a sealed metal container is heated. The volume of the container does not change. Explain, in terms of molecules, why the pressure of the air increases.
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Mark-by-mark answer
heating increases the average kinetic energy, so the molecules move faster on average
so they strike the walls more often
and each collision produces a greater change of momentum, so the average force on unit area of the wall increases
A 2.0 kW electric kettle contains 0.50 kg of water at 20 °C. The specific heat capacity of water is 4200 J/(kg °C) and the specific latent heat of vaporisation of water is 2.3 × 10⁶ J/kg.
- (a)
Define Define specific latent heat of vaporisation.
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Mark-by-mark answer
the energy required to change unit mass of a substance from liquid to gas
without a change in temperature
- (b)
Calculate Calculate the energy needed to raise the water from 20 °C to its boiling point of 100 °C.
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Mark-by-mark answer
E = mcΔθ = 0.50 × 4200 × 80
E = 168 000 J = 1.7 × 10⁵ J
- (c)
Calculate Assuming no energy is transferred to the surroundings, calculate the time taken for the water to reach its boiling point.
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Mark-by-mark answer
t = E / P = 168 000 / 2000
t = 84 s
- (d)
Determine The kettle is left switched on after the water boils. Determine the mass of water that boils away in the next 60 s.
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Mark-by-mark answer
energy supplied = 2000 × 60 = 120 000 J
m = E / L = 120 000 / 2.3 × 10⁶
m = 0.052 kg (52 g)
A vacuum flask keeps a hot drink warm. It has a double-walled glass container with a vacuum between the walls, both facing surfaces of the glass are silvered, the flask has an insulating plastic stopper, and the glass container rests on soft insulating supports inside an outer case.
- (a)
Explain Explain how the vacuum between the two walls reduces the transfer of thermal energy.
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Mark-by-mark answer
there are (almost) no molecules between the walls
so energy cannot be transferred by conduction or convection, both of which need a medium
- (b)
Explain Explain why both facing surfaces of the glass are silvered.
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Mark-by-mark answer
a shiny silvered surface is a poor emitter of infrared radiation, so the inner wall radiates less energy away
and a shiny surface is a good reflector, so radiation crossing the gap is reflected back rather than absorbed
- (c)
Explain Explain, in terms of the particles in a metal, why a metal spoon left in the drink becomes hot along its whole length far more quickly than a plastic one.
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Mark-by-mark answer
in both, particles at the hot end vibrate more and pass energy on by colliding with neighbouring particles
a metal also contains free (delocalised) electrons
these gain kinetic energy at the hot end, move rapidly through the metal, and transfer energy by collision far along the spoon, so conduction is much faster
A student determines the specific heat capacity of aluminium. She uses a 1.0 kg aluminium block with two narrow holes drilled in it, one holding a 48 W electric immersion heater and the other a thermometer. She switches on the heater and records the temperature every 2 minutes.
| time / minutes | 0 | 2 | 4 | 6 | 8 |
|---|---|---|---|---|---|
| temperature / °C | 19.0 | 24.5 | 30.0 | 35.5 | 41.0 |
- (a)
Determine Determine the temperature rise over the 8 minutes, and hence determine a value for the specific heat capacity of aluminium.
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Mark-by-mark answer
Δθ = 41.0 − 19.0 = 22.0 °C
energy supplied E = Pt = 48 × 480 = 23 040 J
c = E / (mΔθ) = 23 040 / (1.0 × 22.0)
c = 1050 J/(kg °C) (accept 1000–1100)
- (b)
Suggest The accepted value for the specific heat capacity of aluminium is 900 J/(kg °C). Suggest why the student's value is higher than this.
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Mark-by-mark answer
thermal energy is transferred from the block to the surroundings, so not all of the 23 040 J raises the temperature of the block
the measured Δθ is therefore smaller than it should be for that energy, making the calculated c too large
- (c)
Suggest Suggest two improvements to the student's method that would give a more accurate value.
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Mark-by-mark answer
lag the block with insulation / place it in an insulated container
any one of: put oil in the holes to improve thermal contact; start below and finish above room temperature; take readings more frequently and plot a graph; use a datalogger
The cheapest marks on any paper
What the command words are asking for
Every board publishes these and marks to them. A candidate who explains where the question said state has spent four minutes earning one mark; one who states where it said explain has earned none.
- Calculate
- Work out from given facts, figures or information.
- Define
- Give the precise meaning.
- Describe
- State the points of a topic; give characteristics and main features.
- Determine
- Establish an answer using the information available.
- Estimate
- Suggest an approximate value.
- Explain
- Set out purposes or reasons; make relationships evident; give why and/or how.
- Give
- Produce an answer from a given source or recall.
- Identify
- Name, select or recognise.
- Show (that)
- Provide structured evidence that leads to a given result.
- State
- Express in clear terms.
- Suggest
- Apply knowledge and understanding to situations where there is a range of valid responses in order to make proposals.
What is being tested
IGCSE assessment objectives, and how this paper divides between them
Every candidate sits two theory papers and one practical-skills paper. Core takes Papers 1 and 3 and is capped at grade C; Extended takes Papers 2 and 4 and reaches A*. Both then take either Paper 5 (practical test) or Paper 6 (alternative to practical), which carries 20% either way. Theory papers give you no formula sheet.
Knowledge with understanding
Recall, describe, explain and use physics ideas, terminology, instruments and conventions.
Across the whole qualification: 50%
Handling information and problem-solving
Locate and interpret information, translate between forms, calculate, reason, and apply physics to unfamiliar situations.
Across the whole qualification: 30%
Experimental skills and investigations
Plan, use apparatus, record and present observations, analyse, evaluate, and suggest improvements.
Across the whole qualification: 20%