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Physics · AQA 7408 · Paper 1 · June 2025

AQA A Level Physics Paper 1 June 2025 question paper 7408/1

2h 85 marks

Materials

Practise the past exam questions by topic

AQA 7408 · Paper 1

33 questions
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Question 1

This question is about an isotope of titanium that only decays by electron capture.

Complete Figure 1 to show the quark change that occurs during electron capture. Label the incoming and outgoing particles and the exchange particle.

Figure for question 1

[3 marks]

In some circumstances, a nucleus of this isotope can exist with no orbiting electrons.

Explain why a neutral atom of this isotope is less stable than a nucleus that has no orbiting electrons.

[1 mark]

A nucleus of this isotope of titanium has a proton number of 22 and a specific charge

Determine the number of neutrons in this nucleus.

Question 1, shown as an image

[2 marks]

Question 2

State what is meant by a transverse wave.

[2 marks]

Figure 2 shows apparatus that is used to investigate stationary waves on a stretched wire.

Figure for question 2

A block of weight W is used to keep the wire under tension.

The frequency of the ac supply is varied until a stationary wave is produced on the wire.

Explain how a stationary wave is produced on the wire.

[1 mark]

Figure 3 shows a small section of the wire at one instant. Five points on the wire are labelled P1 to P5. The dashed line represents the position of the wire when the ac supply is turned off.

Figure for question 2

Describe how the phase of the oscillating particles varies along the wire

Question 2, shown as an image

[2 marks]

A student investigates stationary waves on a wire using the apparatus in Figure 2. The investigation requires the student to produce the first five harmonics on the wire.

The student needs to choose one of two wires, A or B, for the investigation.

The mass of a 2.00 m length of wire A is 1.32 g. The mass of a 2.00 m length of wire B is 2.94 g.

The ac supply can produce signals in the range 1 Hz to 50 Hz. The length of the wire that vibrates between the vibration generator and the pulley is 1.50 m.

The student needs to choose one value for weight W for the investigation. W can be either 1.0 N or 5.0 N.

Determine, in kg m−1, the mass per unit length of each wire. Go on to suggest which wire and which value of W the student should use to produce the first five harmonics.

Question 2, shown as an image
Question 2, shown as an image
Question 2, shown as an image

[5 marks]

Question 3

A mass–spring system is undergoing simple harmonic motion (SHM). The maximum velocity of the mass is 0.39 m s–1 and the period of oscillation is 0.81 s

Draw, on Figure 4, a graph of acceleration against displacement for the system. Label each axis with a suitable unit and scale.

Figure for question 3

[4 marks]

Label, with a P, a point on your graph where the mass has 50% of its maximum fraction

Question 3, shown as an image

[1 mark]

Question 4

Explain why the Young modulus and the breaking stress of a wire have the same SI unit.

[1 mark]

Table 1 contains data about four metal wires W, X, Y and Z.

Figure for question 4

The metal used to make wire X costs £75 per gram.

Calculate, in £, the cost of wire X.

Question 4, shown as an image

[3 marks]

State and explain which of the wires in Table 1 are made from the same material.

[1 mark]

One of the wires in Table 1 was used to obtain the stress–strain data shown in Figure 5.

Figure for question 4

Draw a line of best fit on Figure 5. Go on to deduce, using your line of best fit and Table 1, whether wire W could have been used to produce Figure 5.

[4 marks]

Question 5

This question is about the batteries used to store energy in electric vehicles. Each battery is a series of modules. Each module is an array of identical cells.

Table 2 shows the properties of one of these cells.

Figure for question 5

Calculate the terminal potential difference of the cell at its maximum current.

Question 5, shown as an image

[1 mark]

Figure 6 shows an array of 20 of these cells connected to form a module.

Figure for question 5

Calculate the internal resistance of the module shown in Figure 6.

Question 5, shown as an image

[2 marks]

Figure 7 shows the battery for an electric vehicle. This battery has an emf of 352 V and gives a maximum current of 500 A.

The battery consists of a series of identical modules. These modules are different from the module shown in Figure 6.

Figure for question 5

The individual cells used in each module have the properties shown in Table 2.

Deduce the number of cells in each module.

Question 5, shown as an image

[3 marks]

Question 6

A person kicks a stationary football horizontally.

During the kick, the person gives an impulse of 6.55 N s to the ball during a contact time of 12.0 ms. The mass of the football is 410 g. Assume that friction forces are negligible.

Calculate the kinetic energy transferred to the ball during the kick.

Question 6, shown as an image

[2 marks]

Figure 8 shows how the force F acting on the ball varies with time t.

Figure for question 6

Determine the scale for the F / N axis and add your scale to Figure 8.

[3 marks]

A player jumps up to head a football when it is 2.0 m above the ground. The initial velocity of the ball is 18 m s−1 at an angle of 48° to the horizontal.

Figure 9 shows the path of the ball above horizontal ground.

Figure for question 6

Determine the time that the ball takes to reach the ground from the instant it leaves the player’s head.

Assume that the frictional forces acting on the ball are negligible.

[3 marks]

Question 7

A racing car of mass m travels around a horizontal oval track. The curved sections of the track are semicircles.

At the instant shown in Figure 10 the car is moving with constant speed v in a circle of radius R.

Figure for question 7

The car has kinetic energy Ek. The resultant force acting on the car is F.

Question 7, shown as an image

[2 marks]

The maximum centripetal force that can be produced between the car’s tyres and the track is 24 kN. The minimum value of R is 230 m.

m = 1600 kg

The car just starts to slip when it travels on the track in a circular path of radius 230 m

Deduce the speed of the car.

Question 7, shown as an image

[1 mark]

The driver wishes to drive this car around the curved section of the track, without slipping, at a speed greater than your answer to Question 07.2.

Suggest one way in which the driver can achieve this.

[1 mark]

Figure 11 shows the car on the curved section of a different oval track. The curved section of this track is a slope. This means that cars can travel at greater speeds than on the track shown in Figure 10.

Figure for question 7

The car in Figure 11 stays at the same height on the curved section of the track. There is no tendency for the car to slip up or down the track and therefore there is no sideways friction on the tyres.

Draw and label, on Figure 11, arrows to show the direction of each force that acts on the car as it travels around the curved section of the track.

[2 marks]

A car has a greater maximum speed on a sloped track than on a horizontal track of the same radius.

Explain why.

[2 marks]

Question 8

Electrons in a fluorescent tube are accelerated from rest by a potential difference of 130 V.

Calculate the maximum speed of an electron that is accelerated from rest by this potential difference.

Question 8, shown as an image

[2 marks]

Explain why the average speed of the electrons in the tube is much less than the maximum speed you calculated in Question 08.1.

[1 mark]

Scientists want to replace the mercury in fluorescent tubes with substance X.

Figure 12 is an emission spectrum for X.

Figure for question 8

White light consists of the whole range of visible wavelengths from 380 nm to 700 nm

Explain, with reference to Figure 12, whether white light can be produced by a fluorescent tube that uses X.

[2 marks]

Figure 12 shows a maximum intensity peak that occurs at wavelength λpeak.

Calculate, in eV, the energy change of an atom that produces a photon with a

Question 8, shown as an image
Question 8, shown as an image

[3 marks]

Question 14

In an investigation of stationary waves on different wires, the frequency f of the first harmonic is measured.

Which quantity produces a straight-line graph through the origin when plotted against f ? In each case all other variables are kept constant.

Figure for question 14

[1 mark]

Question 15

A student derives the equation n λ = d sin θ for the production of a diffraction pattern on a screen. This derivation requires that:

Figure for question 15

[1 mark]

Question 16

The graph shows the I – V characteristic for a semiconductor diode.

Figure for question 16

Which is true for this graph?

Figure for question 16

[1 mark]

Question 17

Monochromatic light of wavelength λ is used in a double-slit experiment. The slits are vertical and have a separation s. A narrow screen of width Y is placed a distance D from the slits.

Which gives the number of fringes observed on the screen?

Figure for question 17

[1 mark]

Question 18

A light ray passes from medium X to medium Y.

Figure for question 18

The refractive index of X is 1.33

What is the refractive index of Y ?

Figure for question 18

[1 mark]

Question 20

Monochromatic light of wavelength 420 nm is incident normally on a plane transmission diffraction grating that has a slit separation of 3.6 μm.

What is the total number of maxima produced by the grating?

Figure for question 20

[1 mark]

Question 21

A skydiver is falling at a terminal velocity v1. When she is at a height h1 she opens her parachute. When she is at a height h2 she reaches a new terminal velocity v2.

Which is true?

Figure for question 21 Figure for question 21

[1 mark]

Question 22

Question 22, shown as an image

A photon with an energy of 3.8 × 10−19 J is incident on the metal surface.

Electrons are emitted from the surface with a maximum speed of 2.5 × 105 m s−1.

Question 22, shown as an image
Figure for question 22

[1 mark]

Question 23

A ramp is inclined at an angle θ to the horizontal. A block of weight 240 N is pushed up the ramp by a 25.0 N force. This force acts parallel to the ramp. The block experiences a frictional force of 3.0 N. The block moves at a constant speed.

Figure for question 23

What is θ ?

Figure for question 23

[1 mark]

Question 24

A uniform wooden rod of mass 0.55 kg and length 1.3 m is attached to a wall by a light frictionless hinge.

A horizontal force F acts so that the rod hangs at an angle of 60.0° to the vertical.

Figure for question 24

What is the magnitude of F ?

Figure for question 24

[1 mark]

Question 26

Two thin metal rods W1 and W2, each of length L and diameter d, are connected in series.

Figure for question 26
Question 26, shown as an image

A single metal rod X, also of length L and diameter d, has the same resistance as the

Question 26, shown as an image

What is the resistivity of X ?

Figure for question 26

[1 mark]

Question 27

An alpha particle has a speed of 4.5 × 105 m s−1.

What is the de Broglie wavelength of the alpha particle?

Figure for question 27

[1 mark]

Question 28

In a circuit, the resistance of resistor R1 is double the resistance of resistor R2. The internal resistance of the battery is negligible.

Figure for question 28

When the switch is open, the voltmeter reads 12 V and the ammeter reads 12 mA.

What are the readings on the voltmeter and ammeter when the switch is closed?

Figure for question 28

[1 mark]

Question 29

The diagram shows part of a circuit.

Figure for question 29

The graph shows how the two currents I1 and I2 vary with time.

Figure for question 29

What is the total charge that flows through point P in 60 s ?

Figure for question 29

[1 mark]

Question 30

In a photoelectric experiment, the maximum kinetic energy Ek(max) of the emitted electrons and the frequency f of the incident radiation are measured.

A graph of the variation of Ek(max) with f has:

• a gradient p

• an intercept −q on the Ek(max) axis

• an intercept r on the f axis.

Figure for question 30

What is the value of the Planck constant?

Figure for question 30

[1 mark]

Question 31

A spring with a spring constant of 50 N m−1 is attached to a rigid horizontal bar. An object of mass m is attached to the bottom of the spring.

When the bar is made to move vertically up and down with a frequency of 2.6 Hz, the mass–spring system undergoes resonance. Ignore the effects of damping.

Figure for question 31

What is m ?

Figure for question 31

[1 mark]

Question 32

A simple pendulum of length 8.0 cm oscillates on Earth with a frequency f1. An identical pendulum on the Moon oscillates with a frequency f2. The acceleration due to gravity is 1.6 m s−2 on the surface of the Moon.

Question 32, shown as an image
Figure for question 32

[1 mark]

Question 33

The diagram shows some of the energy levels for a hydrogen atom.

Figure for question 33

Photons of energy 12.74 eV excite hydrogen atoms that are all initially in the ground state (n = 1).

How many different photon frequencies are emitted as the atoms return to their

Figure for question 33

[1 mark]

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