Cambridge A Level Physics 9702 — 2025 May/June Paper 1 · Variant 2
9702/12/M/J/25 · 40 questions · 40 marks · 75 min
The question paper and its mark scheme, free to read here and free to download. This is Cambridge’s own paper, exactly as it was sat.
Question paper16 pages
















Mark scheme3 pages
Answers below. Sit the paper first if you are practising.



Questions as text
Q1 · What must all physical quantities have?
1 What must all physical quantities have? A a direction and a magnitude B a direction and a unit C a magnitude and a prefix D a magnitude and a unit
Mark scheme: D
Q2 · What is 0.25 kN mm–2 expressed in N m–2?
2 What is 0.25 kN mm–2 expressed in N m–2? A 0.00025 N m–2 B 0.25 N m–2 C 250 000 N m–2 D 250 000 000 N m–2
Mark scheme: D
Q3 · A student calculates the density of a solid steel cube in an experiment
3 A student calculates the density of a solid steel cube in an experiment. The measured mass is 975 g 10 g and the measured length of side is 50 mm 1 mm. What is the density of the steel? A 7.8 g cm–3 3.0% B 7.8 g cm–3 7.0% C 7.8 g cm–3 11% D 7.8 g cm–3 13%
Mark scheme: B
Q4 · The time period T of a pendulum is given by L n T = 2 g where L is the…
4 The time period T of a pendulum is given by L n T = 2 g where L is the length of the pendulum and g is the acceleration of free fall. The equation is homogeneous. What is the value of n? 1 1 A –2 B – C D 2 2 2
Mark scheme: C
Q5 · Radio waves can be used to measure the distance between Earth and the planet Jupiter
5 Radio waves can be used to measure the distance between Earth and the planet Jupiter. A pulse of radio waves is emitted from the surface of Earth. The pulse reflects from the surface of Jupiter and is detected again on Earth. The time between emitting and receiving the pulse is 3960 s. What is the distance between Earth and Jupiter? A 5.94 108 km B 1.19 109 km C 5.94 1011 km D 1.19 1012 km
Mark scheme: A
Q6 · The graph shows the variation with time of the velocity of a car
6 The graph shows the variation with time of the velocity of a car. 12 velocity / m s–1 6 0 0 1 2 3 4 5 6 7 8 9 10 time / s Which statement is correct? A The car accelerates for 2 s, then stops for 4 s and then reverses. B The car accelerates at 12 m s–2 for 2 s. C The car travels a distance of 36 m in the first 4 s. D The car travels a distance of 48 m in the last 4 s.
Mark scheme: C
Q7 · A solid object of mass 1.0 kg falls vertically downwards in a vacuum
7 A solid object of mass 1.0 kg falls vertically downwards in a vacuum. When the speed of the object is 60 m s–1, an additional constant force of 50 N suddenly starts to act vertically upwards on the object. What is the speed of the object 2.0 s after the additional force starts to act? A 20 m s–1 B 40 m s–1 C 80 m s–1 D 100 m s–1
Mark scheme: A
Q8 · A stone is thrown upwards and follows a curved path
8 A stone is thrown upwards and follows a curved path. Air resistance is negligible. Why does the path have this shape? A The stone has a constant horizontal acceleration and constant vertical velocity. B The stone has a constant horizontal velocity and constant vertical acceleration. C The stone has a constant upward acceleration followed by a constant downward acceleration. D The stone has a constant upward velocity followed by a constant downward velocity.
Mark scheme: B
Q9 · A rocket engine ejects 90 kg of exhaust gas per second at a velocity of 190 m s–1…
9 A rocket engine ejects 90 kg of exhaust gas per second at a velocity of 190 m s–1 relative to the rocket. What is the force acting on the rocket due to the ejected gas? A 2.1 kN B 17 kN C 18 kN D 162 kN
Mark scheme: B
Q10 · Which statement does not describe an elastic collision between two objects?
10 Which statement does not describe an elastic collision between two objects? A The relative speed of approach of the two objects equals the relative speed of separation. B The total kinetic energy of the objects is conserved. C The total kinetic energy of the objects is reduced. D The total linear momentum of the objects is conserved.
Mark scheme: C
Q11 · A cyclist is riding at a constant speed on a level road
11 A cyclist is riding at a constant speed on a level road. According to Newton’s third law of motion, what is equal and opposite to the backward push of the back wheel on the road? A the force exerted by the cyclist on the pedals B the forward push of the road on the back wheel C the tension in the cycle chain D the total air resistance and friction force
Mark scheme: B
Q12 · A stone is released from rest and falls a long distance in air
12 A stone is released from rest and falls a long distance in air. Which graph could show the variation with time t of the acceleration a of the stone? A B a a 0 0 0 t 0 t C D a a 0 0 0 t 0 t
Mark scheme: D
Q13 · An empty cart is moving along a horizontal track at a constant velocity
13 An empty cart is moving along a horizontal track at a constant velocity. Resistive forces acting on the cart are negligible. A heavy rock is dropped vertically into the cart. velocity of rock velocity of cart The cart continues to move horizontally with the rock inside. How does the momentum and kinetic energy of the cart with the rock inside compare with the momentum and kinetic energy of the empty cart? A The cart with the rock inside has a smaller momentum and a smaller kinetic energy. B The cart with the rock inside has a smaller momentum and the same kinetic energy. C The cart with the rock inside has the same momentum and a smaller kinetic energy. D The cart with the rock inside has the same momentum and the same kinetic energy.
Mark scheme: C
Q14 · A wooden block is held stationary in a container of water using a string that is attached…
14 A wooden block is held stationary in a container of water using a string that is attached to both the wooden block and the bottom of the container. container wooden block water string The wooden block has mass m and volume V. The water has density . The acceleration of free fall is g. What is the magnitude of the force acting on the block due to the tension in the string? A gV B mg + gV C mg D gV – mg
Mark scheme: D
Q15 · A square shop sign of uniform density has mass 2.4 kg and sides of length 0.86 m
15 A square shop sign of uniform density has mass 2.4 kg and sides of length 0.86 m. The sign is supported by a hinge along its top edge. There is friction in the hinge so that the sign hangs from it in equilibrium at an angle of 15° to the vertical, as shown. hinge 0.86 m sign 15° What is the moment about the hinge of the weight of the sign? A 2.6 N m B 4.0 N m C 5.2 N m D 9.8 N m
Mark scheme: A
Q16 · A block is submerged vertically in a liquid
16 A block is submerged vertically in a liquid. The four diagrams show the block viewed from the side. Which diagram shows, to scale, the forces exerted on equal areas of the block by the liquid? A B C D
Mark scheme: A
Q17 · The diagram shows a couple
17 The diagram shows a couple. force perpendicular distance between the forces force How is the torque of the couple calculated? 1 perpendicular distance between the forces magnitude of one of the forces A 2 B perpendicular distance between the forces magnitude of one of the forces C perpendicular distance between the forces magnitude of the sum of the forces D 2 perpendicular distance between the forces magnitude of one of the forces
Mark scheme: B
Q18 · A ball of mass 1.2 kg travels horizontally at a speed of 3.0 m s–1
18 A ball of mass 1.2 kg travels horizontally at a speed of 3.0 m s–1. The ball hits a cushion and comes to rest over a horizontal distance of 0.020 m. What is the work done by the cushion on the ball to bring the ball to rest? A 0.24 J B 1.8 J C 5.4 J D 11 J
Mark scheme: C
Q19 · A box of mass 4.9 kg is pushed at a constant velocity from point P at the bottom of an…
19 A box of mass 4.9 kg is pushed at a constant velocity from point P at the bottom of an inclined plane to point Q at the top. The box is pushed by a force of 64 N acting parallel to the slope. The slope is inclined at an angle of 20° to the horizontal and the box moves through a vertical height of 5.8 m. Q 64 N 5.8 m 20° P What is the work done against the frictional force acting on the block between P and Q? A 280 J B 810 J C 960 J D 1100 J
Mark scheme: B
Q20 · Which expression gives the efficiency of a system?
20 Which expression gives the efficiency of a system? total energy input A useful energy output useful energy output + wasted energy output B total energy input useful energy output C total energy input wasted energy output D total energy input
Mark scheme: C
Q21 · A student has a copper wire and a steel wire with equal lengths and cross-sectional areas
21 A student has a copper wire and a steel wire with equal lengths and cross-sectional areas. The student hangs identical loads on the two wires. The extensions of the two wires are different. The student calculates the stress, strain and Young modulus of each wire. Which row identifies with a tick (“) the calculated values that are equal for both wires? | stress | strain | Young modulus A J B J Cc v v D v v
Mark scheme: A
Q22 · Two springs X and Y stretch elastically
22 Two springs X and Y stretch elastically. The graphs show the variation with extension x of the force F applied to each spring. spring X spring Y 20 80 F / N F / N 0 0 0 10 0 5 x / cm x / cm Which statement is correct? A When each spring is given the same extension, the energy stored in Y is 4 times the energy stored in X. B When each spring is given the same extension, the energy stored in Y is 8 times the energy stored in X. C When the same force is applied to each spring, the energy stored in Y is 4 times the energy stored in X. D When the same force is applied to each spring, the energy stored in Y is 8 times the energy stored in X.
Mark scheme: B
Q23 · Which phrase describes the strain at the elastic limit on a stress–strain graph?
23 Which phrase describes the strain at the elastic limit on a stress–strain graph? A the maximum strain below which Hooke’s law is obeyed B the maximum strain below which the deformation is plastic C the minimum strain above which Hooke’s law is obeyed D the minimum strain above which the deformation is plastic
Mark scheme: D
Q24 · A teacher removes the turntable from a microwave oven and places a bar of chocolate in…
24 A teacher removes the turntable from a microwave oven and places a bar of chocolate in the oven. She then switches the oven on for a short time. A stationary wave is formed in the oven. When the chocolate is removed, the teacher observes that there are two small sections of melted chocolate 6.0 cm apart with unmelted chocolate in between. Each section of melted chocolate is located at an antinode. melted chocolate 6.0 cm Assume that the speed of the microwaves is 3.0 108 m s–1. What is the frequency of the microwaves emitted by the oven? A 25 MHz B 50 MHz C 2.5 GHz D 5.0 GHz
Mark scheme: C
Q25 · A sound wave travels from the left to the right
25 A sound wave travels from the left to the right. The graph shows the variation of the displacement to the right of particles in the sound wave with distance, at one instant. Which letter represents the centre of a compression? displacement A to right B D 0 0 distance C
Mark scheme: B
Q26 · A buzzer emitting sound of frequency 846 Hz is attached to a string and rotated in a…
26 A buzzer emitting sound of frequency 846 Hz is attached to a string and rotated in a horizontal circle. The linear speed of the buzzer is 25.0 m s–1. buzzer observer The speed of sound is 340 m s–1. What is the maximum frequency heard by the observer? A 783 Hz B 788 Hz C 908 Hz D 913 Hz
Mark scheme: D
Q27 · Vertically polarised light of intensity Jp is incident normally on a polarising filter
27 Vertically polarised light of intensity Jp is incident normally on a polarising filter. The transmission axis of the filter is at an angle @ to the plane of polarisation of the light. I The intensity of the light after passing through the filter is 3 . light intensity J, light intensity 3 direction of transmission axis What is 0? A 84° B 55° C 71° D 84°
Mark scheme: B
Q28 · Which statement compares the behaviour of transverse and longitudinal waves?
28 Which statement compares the behaviour of transverse and longitudinal waves? A Only longitudinal waves can be diffracted. B Only longitudinal waves can travel in free space. C Only transverse waves can be coherent. D Only transverse waves can be polarised.
Mark scheme: D
Q29 · Astudent uses a diffraction grating to determine the wavelength of visible light from a…
29 Astudent uses a diffraction grating to determine the wavelength of visible light from a source. The diffraction grating has 300 lines per mm. The student measures the angle @ of each order n of the intensity maxima. A graph of n against sin @ is plotted. The line of best fit for the plotted points is shown and has gradient G. 0 0 sin @ Which expression represents the wavelength, in m, of the visible light in terms of G? -6 A 3x10°G B 33x10°G Cc a D
Mark scheme: C
Question 30
30 Two waves meet. What is not a necessary condition for the waves to produce a stationary wave? A They must be of the same type. B They must have the same period. C They must have the same wavelength. D They must travel in the same direction.
Mark scheme: D
Q31 · Light of a single wavelength is incident normally on a double slit
31 Light of a single wavelength is incident normally on a double slit. Interference fringes are observed on a screen. The distance from the double slit to the screen is 0.60 m and the fringe separation is 1.8 mm. The distance from the double slit to the screen increases by 0.90 m. What is the new fringe separation? A 1.2 mm B 2.7 mm C 4.5 mm D 5.4 mm
Mark scheme: C
Q32 · A wire is made from a metal of constant resistivity
32 A wire is made from a metal of constant resistivity. There is a constant current in the wire. Which statement about the potential difference across the wire is correct? A It is directly proportional to the length of the wire. B It is inversely proportional to the length of the wire. C It is directly proportional to the diameter of the wire. D It is inversely proportional to the diameter of the wire.
Mark scheme: A
Q33 · The I–V characteristics for three electrical components are shown
33 The I–V characteristics for three electrical components are shown. I I I 0 0 0 0 V 0 V 0 V 1 2 3 Which components obey Ohm’s law? A 1, 2 and 3 B 1 and 2 only C 1 and 3 only D 1 only
Mark scheme: D
Q34 · A resistor of resistance 200 is connected to a supply that has a p.d
34 A resistor of resistance 200 is connected to a supply that has a p.d. of 4.00 V. How many electrons enter the resistor in 4.00 s? A 3.13 1016 B 1.25 1017 C 5.00 1017 D 1.25 1021
Mark scheme: C
Q35 · The diagram shows a cell of internal resistance 1.0R connected to a variable resistor
35 The diagram shows a cell of internal resistance 1.0R connected to a variable resistor. 1.0R When the variable resistor has an initial resistance of 2.0R, the current in the cell is I1 and the terminal potential difference (p.d.) across the cell is V1. The variable resistor is now adjusted to a new resistance of 4.0R. What is the new current in the cell and the new terminal p.d. across the cell? current terminal p.d. A 0.50I1 1.0V1 B 0.50I1 1.2V1 C 0.60I1 1.0V1 D 0.60I1 1.2V1
Mark scheme: D
Q36 · The diagram shows a four-terminal box connected to a battery and two ammeters
36 The diagram shows a four-terminal box connected to a battery and two ammeters. 1 3 A A 2 4 The currents in the two ammeters are identical. Which circuit, within the box, gives this result? A B C D 1 3 1 3 1 3 1 3 2 4 2 4 2 4 2 4
Mark scheme: D
Q37 · Each of Kirchhoff’s two laws presumes that some quantity is conserved
37 Each of Kirchhoff’s two laws presumes that some quantity is conserved. Which row states Kirchhoff’s first law and names the quantity that is conserved? statement quantity A The algebraic sum of currents charge at a junction is zero. B The algebraic sum of currents energy at a junction is zero. C The e.m.f. in a loop is equal to charge the algebraic sum of the product of current and resistance round the loop. D The e.m.f. in a loop is equal to energy the algebraic sum of the product of current and resistance round the loop.
Mark scheme: A
Q38 · Two neutral atoms are isotopes of the same element
38 Two neutral atoms are isotopes of the same element. Which statement about the atoms is correct? A They have a different number of neutrons and a different number of electrons. B They have a different number of neutrons and the same number of protons. C They have the same number of neutrons and a different number of electrons. D They have the same number of neutrons and the same number of protons.
Mark scheme: B
Q39 · What is the composition of a meson?
39 What is the composition of a meson? A 1 quark and 1 antiquark B 1 quark and 2 antiquarks C 2 quarks and 1 antiquark D 3 quarks
Mark scheme: A
Q40 · A nucleus of carbon-11 contains 6 protons and 5 neutrons
40 A nucleus of carbon-11 contains 6 protons and 5 neutrons. The nucleus of carbon-11 decays by + emission. What is the total number of up and down quarks in the product of the decay of this nucleus? up quarks down quarks A 15 18 B 16 17 C 17 16 D 18 15
Mark scheme: B
What was in this paper
The subtopics covered by these 40 questions, and how many questions each got. Open one in a new tab to see every Cambridge question on it.
3Equations of motion3Linear momentum and its conservation3Density and pressure2Elastic and plastic behaviour2Fundamental particles2Kirchhoff’s laws2Momentum and Newton’s laws of motion2Physical quantities2Polarisation2Resistance and resistivity2Stationary waves2Turning effects of forces2Atoms, nuclei and radiation1Doppler effect for sound waves1Electric current1Errors and uncertainties1Interference1Non-uniform motion1Practical circuits1SI units1Stress and strain1The diffraction grating1Transverse and longitudinal waves1What you needed in this session
Cambridge’s own grade thresholds for 2025 May/June, Paper 1 · Variant 2. A higher threshold means an easier paper — the bar moves with how the cohort did.