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Physics 0625 · for examination in 2026, 2027 and 2028

Topic 1 · Motion, forces and energy

The largest topic on the syllabus and the one that carries the most marks in the real papers. Measurement, motion graphs, Newton's laws, moments, momentum, energy and pressure.

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
4113
Questions
105
Multiple choice
64
Suggested time
50 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.
  • 53RoutineThe standard application — the named equation, the usual graph read.
  • 31DemandingSeveral 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.
Multiple choiceRecallCore1.1[1]

Which pair contains only vector quantities?

  1. Adistance and displacement
  2. Benergy and power
  3. Cmass and weight
  4. Dvelocity and weight
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Answer overview

Dvelocity and weight

Multiple choiceRoutineCore1.2[1]

A cyclist travels 100 m in a straight line in 20 s, then stops at traffic lights for 10 s. What is the average speed over the whole 30 s?

  1. A0 m/s
  2. B3.3 m/s
  3. C5.0 m/s
  4. D10 m/s
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Answer overview

B3.3 m/s

Multiple choiceRoutineCore1.4[1]

A rectangular metal block measures 2.0 cm × 3.0 cm × 5.0 cm and has a mass of 240 g. What is its density?

Rectangular metal block with its three edge lengths marked5.0 cm3.0 cm2.0 cmmass = 240 g
Fig. 3.1 An oblique drawing of a solid rectangular metal block. The front face is marked 5.0 cm along its lower edge and 3.0 cm up its left-hand edge, and the edge receding into the page is marked 2.0 cm. The block carries the label mass = 240 g.
  1. A0.13 g/cm³
  2. B8.0 g/cm³
  3. C24 g/cm³
  4. D7200 g/cm³
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Answer overview

B8.0 g/cm³

Multiple choiceRoutineCore1.5.2[1]

A uniform beam is pivoted at its centre. A weight of 4.0 N hangs 0.80 m from the pivot on the left-hand side. A weight of 8.0 N is hung on the right-hand side so that the beam balances. How far from the pivot is the 8.0 N weight?

Uniform beam pivoted at its centre with a weight hanging on each side4.0 N8.0 N0.80 mduniform beampivotnot to scale
Fig. 4.1 A uniform beam rests on a pivot standing on the ground, the pivot placed at the centre of the beam. A 4.0 N weight hangs from the beam at a point 0.80 m to the left of the pivot, and an 8.0 N weight hangs to the right of the pivot at a distance marked d. Both distances are measured along the beam from the pivot. The drawing is not to scale.
  1. A0.20 m
  2. B0.40 m
  3. C0.80 m
  4. D1.6 m
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Answer overview

B0.40 m

Multiple choiceDemandingSupp.1.7.1[1]

A ball of mass 0.50 kg is dropped from a height of 1.8 m and rebounds to a height of 1.2 m. How much energy is transferred away from the ball during the bounce?

Ball released from rest above the ground and the height it rebounds to1.8 mreleased from restball, mass 0.50 kg1.2 mhighest point after the bounce
Fig. 5.1 A ball of mass 0.50 kg is drawn twice above level ground. On the left it is at the point of release, with a dimension line marking 1.8 m from the ground up to the ball. On the right it is at the highest point reached after the bounce, with 1.2 m marked in the same way. Dashed vertical lines show the path down and the path back up.
  1. A0.60 J
  2. B2.9 J
  3. C5.9 J
  4. D8.8 J
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Answer overview

B2.9 J

Multiple choiceRoutineSupp.1.8[1]

A diver is 15 m below the surface of a lake. The density of the water is 1000 kg/m³. What is the increase in pressure on the diver caused by the water above her?

  1. A1.5 × 10³ Pa
  2. B1.5 × 10⁴ Pa
  3. C1.5 × 10⁵ Pa
  4. D1.5 × 10⁶ Pa
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Answer overview

C1.5 × 10⁵ Pa

StructuredDemandingSupp.1.2 · 1.5.1[9]

A car of mass 1200 kg starts from rest on a straight, level road. It reaches a speed of 24 m/s in 8.0 s. The forward force produced by the engine during this time is 4500 N.

Car on a level road with the forward force and the resistive force markedmass = 1200 kgforward force 4500 Ntotal resistive forcedirection of travellevel road
Fig. 7.1 A car on a straight, level road, labelled mass = 1200 kg, with a faint arrow above it showing the direction of travel to the right. A long horizontal arrow points forwards from the front of the car and is labelled forward force 4500 N. A shorter horizontal arrow points backwards from the rear of the car and is labelled total resistive force, with no value given.
  1. (a)

    State State the equation linking acceleration, change in velocity and time taken.

    [1]
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    Mark-by-mark answer

    1. a = Δv / Δt, in words or symbols, with symbols defined or standard

  2. (b)

    Calculate Calculate the acceleration of the car.

    [2]
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    Mark-by-mark answer

    1. a = 24 / 8.0

    2. a = 3.0 m/s² (unit required)

  3. (c)

    Calculate Calculate the resultant force acting on the car.

    [2]
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    Mark-by-mark answer

    1. F = ma = 1200 × 3.0

    2. F = 3600 N (unit required)

  4. (d)

    Determine Determine the total resistive force acting on the car during this time.

    [2]
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    Mark-by-mark answer

    1. recognises resistive force = forward force − resultant force

    2. 4500 − 3600 = 900 N

  5. (e)

    Explain The car later travels along the same road at a constant speed of 30 m/s. Explain, in terms of the forces acting, why the speed is constant.

    [2]
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    Mark-by-mark answer

    1. the resultant force on the car is zero

    2. because the forward force from the engine is equal in size to the total resistive force (and opposite in direction)

StructuredDiscriminatingSupp.1.6 · 1.7.1[9]

Trolley A has a mass of 0.80 kg and moves along a straight, level track at 2.5 m/s. It collides with trolley B, of mass 1.2 kg, which is stationary. After the collision the two trolleys move off joined together. Friction is negligible.

Two trolleys on a level track, before the collision and after itbefore the collisionAB2.5 m/sat rest0.80 kg1.2 kgafter the collisionABvjoined together
Fig. 8.1 Two panels, one above the other. In the upper panel, labelled before the collision, trolley A of mass 0.80 kg stands on a level track with an arrow showing it moving to the right at 2.5 m/s towards trolley B of mass 1.2 kg, which is at rest. In the lower panel, labelled after the collision, the two trolleys are drawn joined together and moving to the right with a speed marked v.
  1. (a)

    State State the principle of conservation of momentum.

    [2]
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    Mark-by-mark answer

    1. the total momentum of a system (of interacting bodies) before an event equals the total momentum after it

    2. provided no external resultant force acts

  2. (b)

    Calculate Calculate the speed of the joined trolleys immediately after the collision.

    [3]
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    Mark-by-mark answer

    1. momentum before = 0.80 × 2.5 = 2.0 kg m/s

    2. total mass after = 0.80 + 1.2 = 2.0 kg

    3. v = 2.0 / 2.0 = 1.0 m/s

  3. (c)

    Show (that) Show that kinetic energy is not conserved in this collision, and determine how much kinetic energy is transferred to other stores.

    [3]
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    Mark-by-mark answer

    1. E_k before = ½ × 0.80 × 2.5² = 2.5 J

    2. E_k after = ½ × 2.0 × 1.0² = 1.0 J

    3. 1.5 J transferred away, so kinetic energy is not conserved

  4. (d)

    Suggest Suggest what happens to the kinetic energy that is not accounted for after the collision.

    [1]
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    Mark-by-mark answer

    1. transferred to the internal (thermal) energy store of the trolleys and surroundings, and/or emitted as sound

StructuredRoutineSupp.1.7.3 · 1.7.4[8]

A wind turbine generates electricity for a school. Over a period of 60 s, the moving air delivers 900 kJ of energy to the turbine blades. The electrical output of the turbine during this time is 9.0 kW.

  1. (a)

    State State two renewable energy resources other than wind.

    [2]
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    Mark-by-mark answer

    1. any one of: solar / hydroelectric / tidal / wave / geothermal / biofuel

    2. a second, different one from the same list

  2. (b)

    Calculate Calculate the input power delivered to the blades by the moving air.

    [2]
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    Mark-by-mark answer

    1. P = E / t = 900 000 / 60

    2. P = 15 000 W = 15 kW

  3. (c)

    Calculate Calculate the efficiency of the turbine.

    [2]
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    Mark-by-mark answer

    1. efficiency = useful output power / total input power = 9.0 / 15

    2. = 0.60 or 60%

  4. (d)

    Explain Explain why the efficiency of the turbine can never reach 100%.

    [2]
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    Mark-by-mark answer

    1. some energy is always transferred to non-useful stores — friction in the bearings and gearbox heats the surroundings, and sound is emitted

    2. and the air must still be moving after it passes the blades, so it keeps some kinetic energy

Practical skillsDemandingCore1.1 · 1.4[9]

A student determines the density of a small irregularly shaped stone. She has an electronic balance, a measuring cylinder, water and a length of thread. The stone fits easily inside the measuring cylinder.

Measuring cylinder before the stone is added and with the stone submergedbefore the stone is addedV₁ = 50.0 cm³with the stone fully submergedV₂ = 68.0 cm³threadstone
Fig. 10.1 Two measuring cylinders drawn side by side, each with graduations up the wall and a curved meniscus. The first holds water alone, its surface at the 50.0 cm³ mark. The second holds the same water with the stone lowered in on a thread that runs up and out of the cylinder; the stone lies fully submerged near the base and the surface now stands at the 68.0 cm³ mark.
The student's readings
QuantityReading
mass of stone m47.6 g
volume of water alone V₁50.0 cm³
volume of water and stone V₂68.0 cm³
  1. (a)

    Describe Describe how the student should use the measuring cylinder and thread to obtain the readings V₁ and V₂ accurately.

    [3]
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    Mark-by-mark answer

    1. part-fill the cylinder with water and record the level V₁, reading the bottom of the meniscus with the eye level with the surface

    2. lower the stone in gently on the thread so that no water splashes out and the stone is fully submerged

    3. record the new level V₂ once the water is still

  2. (b)

    Calculate Calculate the density of the stone. Give your answer to an appropriate number of significant figures.

    [3]
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    Mark-by-mark answer

    1. V = V₂ − V₁ = 68.0 − 50.0 = 18.0 cm³

    2. ρ = m / V = 47.6 / 18.0

    3. ρ = 2.64 g/cm³ (2.6 g/cm³ also accepted; unit required)

  3. (c)

    Suggest The stone is porous and slowly absorbs water. Suggest how this affects the value obtained for the density, and suggest one improvement to the method.

    [3]
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    Mark-by-mark answer

    1. water enters the stone, so the rise in level V₂ − V₁ is smaller than the true volume of the stone

    2. the calculated density is therefore too high

    3. improvement: read V₂ immediately on submerging, or seal the stone first, or use a displacement can

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.

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.

AO111 marks · 27%1 mark · 8%

Knowledge with understanding

Recall, describe, explain and use physics ideas, terminology, instruments and conventions.

Across the whole qualification: 50%

AO224 marks · 59%6 marks · 46%

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%

AO36 marks · 15%6 marks · 46%

Experimental skills and investigations

Plan, use apparatus, record and present observations, analyse, evaluate, and suggest improvements.

Across the whole qualification: 20%