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Physics · AQA 7408 · Paper 1 · June 2024

AQA A Level Physics Paper 1 June 2024 question paper 7408/1

2h 85 marks

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Practise the past exam questions by topic

AQA 7408 · Paper 1

32 questions
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Question 1

State the names of the four fundamental interactions.

[1 mark]

State the products of the decay of a free neutron.

[1 mark]

Explain which of the fundamental interactions is responsible for the decay of the neutron.

[2 marks]

The forces between two moving electrons cause their paths to change.

Explain, using the concept of exchange particles, why the electron paths change.

[3 marks]

Question 2

A positive pion collides with a neutron and the following interaction is observed:

Question 2, shown as an image

Σ0 is a neutral sigma particle with a strangeness of −1

The interaction can be used to deduce the classifications of the Σ0.

Identify the classifications of each particle in Table 1. Tick (✓) the appropriate boxes for each particle.

Figure for question 2

[2 marks]

A conservation rule predicts that the following interaction cannot occur:

Question 2, shown as an image

State the conservation rule. Go on to explain your answer.

[3 marks]

One way in which neutral pions decay is

Question 2, shown as an image

Compare the rest energies of the particles involved in this decay.

[2 marks]

The decay of the neutral pion leads to the production of further gamma photons.

Explain why.

[1 mark]

The Standard Model is a theory that classifies elementary particles. Evidence for the theory has been collected since about 1950. However, the term Standard Model has only been used since 1973.

Suggest why progress in particle physics is slow.

[1 mark]

Question 3

Figure 1 shows two prisms A and B of different refractive indices joined to make a block. A ray of monochromatic light is shown entering and then leaving the block.

Figure 1

Figure for question 3

Complete, on Figure 1, the path of the ray of light inside the block.

[1 mark]

Deduce which prism, A or B, has the greater refractive index.

[2 marks]

The block is used with a telescope to investigate stars. The block can be replaced with a diffraction grating.

Describe one non-astronomical application of a diffraction grating.

[1 mark]

Figure 2 shows a spectrum of light. Two lines in the spectrum are labelled X and Y.

Figure for question 3

The light passes at normal incidence through a diffraction grating. The number of lines per metre for the grating is G.

The first-order diffraction angle of X is at 28.2° to the normal.

Calculate G.

Question 3, shown as an image

[3 marks]

A scientist wants to obtain an accurate value for the difference in wavelength between line X and line Y.

She has two options:

• option 1: to analyse the second-order spectrum from the original grating

• option 2: to analyse the first-order spectrum from a grating with 2G lines per metre.

Discuss which option she should choose.

[3 marks]

Question 4

The deuterium–tritium (D–T) reaction is a nuclear reaction between two isotopes of hydrogen. The D–T reaction is

2 3 4

Question 4, shown as an image

The energy from this reaction is transferred to the kinetic energy of the helium nucleus and the kinetic energy of the neutron. Assume that the kinetic energies of the hydrogen nuclei are zero just before the reaction occurs.

Show that the kinetic energy of the neutron represents approximately 80% of the total energy transferred.

[2 marks]

The combined kinetic energy of the helium nucleus and the neutron is 2.82 × 10–12 J.

Calculate the initial speed of the neutron.

Question 4, shown as an image

[2 marks]

Question 5

A cable system is to be used to transfer supplies across a river. A model of the proposed system is built in order to test its performance.

The model consists of a cable attached to two vertical posts A and B, as shown in Figure 3. A pulley P of negligible mass is attached to the cable.

In this question the length of the cable does not change and the weight of the cable can be ignored.

Figure for question 5

An object O is attached to P. In one test, O and P are at rest in the position shown in Figure 3. The weight of O is 350 N.

Figure 4 is a force diagram drawn to scale. It represents the magnitudes and directions of the tensions T1 and T2 in the cable when O is at rest in the position shown in Figure 3. At this position, resistive forces are zero.

Complete the force diagram. Go on to determine, using your diagram, the magnitudes of T1 and T2.

Figure 4

Figure for question 5
Question 5, shown as an image

[4 marks]

In a second test, pulley P with O attached is released from A. P and O move along the cable to B.

The change in height of the centre of mass of O between A and B is 4.5 m. The distance travelled along the cable is 18 m.

The speed of O when it reaches B is 6.5 m s−1.

Calculate the average resistive force on O and P as they move from A to B.

Question 5, shown as an image

[5 marks]

O contains a fragile item packed in suitable material.

Explain how the material can prevent damage to the fragile item when O stops suddenly at B.

[3 marks]

Question 6

The circuit in Figure 5 is used as part of a temperature sensor. The battery has an emf of 6.5 V and negligible internal resistance.

Figure for question 6

The initial temperature of the thermistor is 22 °C. At this temperature the resistance of the thermistor is 350 Ω and the circuit current is 12 mA.

Calculate the resistance of the variable resistor.

Question 6, shown as an image

[2 marks]

The resistance R of the thermistor at temperature θ in K is given by:

Question 6, shown as an image

where R0 is the resistance at the initial temperature θ0 in K, and B is a constant.

The temperature of the thermistor is increased to 318 K. The variable resistor is adjusted so that the circuit current is again 12 mA. The potential difference across the thermistor is now 3.2 V.

Determine B. State an appropriate unit for your answer.

Question 6, shown as an image

[5 marks]

Explain why the current in the thermistor needs to be controlled.

[2 marks]

Explain how ammeters and voltmeters can be used in the circuit in Figure 5 to demonstrate the conservation of charge and the conservation of energy.

Refer to points X, Y and Z in your answer.

[2 marks]

Question 7

An experiment is done to investigate stationary waves on a string. A string of length 1.05 m is attached between a clamp stand and a vibration generator. A stationary wave is formed on the string when the vibration generator frequency is 625 Hz.

Figure 6 shows the variation of displacement with distance from one end of the string at time t = 0 At this time all points on the string have their maximum displacement. S is one point on the string.

Figure for question 7

The stationary wave is produced by two progressive waves travelling in opposite directions on the string.

Deduce the amplitude of one of the progressive waves.

Question 7, shown as an image

[1 mark]

Determine, in m s−1, the speed of one of the progressive waves.

Question 7, shown as an image

[2 marks]

State the phase relationship between the two waves when t = 0

[1 mark]

Sketch, on Figure 7, a graph to show how the displacement of S varies with t.

Figure 7

Figure for question 7

[3 marks]

Question 9

In two separate experiments, electromagnetic radiation of variable frequency f is incident on the surfaces of plates made from metals X and Y. The work function of X is greater than the work function of Y.

Which graph shows how the maximum kinetic energy Ek(max) of photoelectrons emitted from the surfaces of the plates varies with f ?

Figure for question 9

[1 mark]

Question 10

Monochromatic light is incident on a metal surface in a vacuum and photoelectrons are emitted from the surface. The photoelectric current I is the rate of flow of charge from the surface. The maximum kinetic energy of the photoelectrons is Ek(max).

Question 10, shown as an image

The frequency of the light is then increased. There is no change to the rate at which energy is incident on the surface.

What happens to Ek(max) and I when the frequency is increased?

Figure for question 10

[1 mark]

Question 11

Three energy levels for an atom are shown.

Figure for question 11

Energy change E1 leads to the emission of a photon of wavelength λ1. Energy change E2 leads to the emission of a photon of wavelength λ2.

Question 11, shown as an image
Figure for question 11

[1 mark]

Question 12

An electron and a proton move with the same speed.

What is de Broglie wavelength of electron ? de Broglie wavelength of proton

Figure for question 12

[1 mark]

Question 13

A laser emits light of wavelength 600 nm for 10 ns.

What is the number of complete waves emitted by the laser?

Figure for question 13

[1 mark]

Question 14

A detector measures the intensity of light from a source S1. Polaroid material is placed between source S1 and the detector. When the material is rotated through a small angle, the detected intensity does not change. When this procedure is repeated for a source S2, the detected intensity decreases.

Figure for question 14

[1 mark]

Question 15

A loudspeaker producing a single-frequency sound is mounted above a tube filled with water. A tap at the bottom of the tube is opened to allow the water to run out.

Figure for question 15

A student observes the change in loudness of the sound emitted by the tube as the water runs out. When the length of the column of air in the tube reaches L1, the loudness is at its first maximum. The next maximum is reached when the length of the column of air is L2.

What is the wavelength of the sound emitted by the loudspeaker?

Figure for question 15

[1 mark]

Question 16

Point sources of sound of the same frequency are placed at S1 and S2.

Figure for question 16

A sound detector is moved slowly along the line PQ. Consecutive maxima of sound intensity are detected at W and Y and consecutive minima are detected at X and Z.

What is the wavelength of the sound?

Figure for question 16

[1 mark]

Question 17

Monochromatic light is used in a Young’s double-slit interference experiment after passing through a single slit. The resulting fringe pattern is observed on a screen.

The separation of the fringes can be increased by

Figure for question 17

[1 mark]

Question 18

A force of magnitude F acts on a box of mass m that moves along a frictionless slope. The slope is at an angle α to the horizontal and the force acts at an angle β to the slope.

Figure for question 18

What is the magnitude of the acceleration of the block along the slope?

Figure for question 18

[1 mark]

Question 19

The weight of a uniform bar is W. An object also of weight W is attached to one end. The bar is pivoted at the other end and held horizontal by a rope attached to its centre. The tension in the rope is 4 W.

Figure for question 19

What is angle θ ?

Figure for question 19

[1 mark]

Question 20

A projectile is fired from ground level over horizontal ground.

Its initial velocity is u at an angle θ to the horizontal.

The range of the projectile is d.

Figure for question 20

A second projectile is fired with a velocity 2 u at the same angle.

What is the range of this projectile? Assume that air resistance is negligible.

Figure for question 20

[1 mark]

Question 21

A particle travelling horizontally at 1.0 × 107 m s−1 enters a region where it has a constant

Question 21, shown as an image

What is the horizontal distance the particle has travelled in the region when its vertical

Question 21, shown as an image
Figure for question 21

[1 mark]

Question 22

An object is thrown vertically upwards at time t = 0

The object reaches its maximum height when t = T and reaches its terminal speed on the way down.

The magnitude of the object’s acceleration is a.

Which graph shows the variation of a with t ?

Figure for question 22

[1 mark]

Question 23

A man has a mass of 75.0 kg. He stands on weighing scales in a lift that accelerates upwards at 2.60 m s−2.

What is the reading on the scales during the acceleration?

Figure for question 23

[1 mark]

Question 24

An average force of 42 kN acts on the air passing through a jet engine. This force causes the speed of the air to increase by 540 m s−1.

What mass of air passes through the engine in one minute?

Figure for question 24

[1 mark]

Question 25

A uniform wire is stretched by a load F. The elastic strain energy stored in the wire is E.

The load is increased from F to 2 F. The wire obeys Hooke’s law.

What is the increase in the elastic strain energy stored in the wire?

Figure for question 25

[1 mark]

Question 26

A spring is compressed by a force F. The spring has stiffness k and its length changes by Δ L during the compression. When the force is removed the spring returns to its original length in time t.

What is the average power developed by the spring as it returns to its original length?

Figure for question 26

[1 mark]

Question 27

A 12 Ω resistor is connected across the terminals of a battery of emf 2.0 V and internal resistance 4.0 Ω.

What is the pd across the resistor?

Figure for question 27

[1 mark]

Question 28

A small mass is placed at P on a horizontal turntable. The turntable rotates clockwise with a constant angular speed about a vertical axis through its centre O.

Figure for question 28

The mass remains at rest relative to the turntable.

What is the direction of the frictional force on the mass at the instant shown?

Figure for question 28

[1 mark]

Question 29

A particle of mass m moves in a circle of radius r. The number of revolutions completed per second is f.

What is the kinetic energy of the particle?

Figure for question 29

[1 mark]

Question 31

When a mass M is suspended from a spring, the spring extends by a distance x. M is displaced vertically and, when released, it oscillates with a period T. M is removed and suspended from a different spring. The spring extends by a distance fraction M is again displaced vertically and released.

What is the new period of oscillations of M ?

Figure for question 31

[1 mark]

Question 32

A mass–spring system and a simple pendulum have identical periods of oscillation T when at the surface of the Earth. Both are taken to planet X where the acceleration due to gravity is fraction What are the periods of the mass–spring system and the simple pendulum on X?

Figure for question 32

[1 mark]

The paper as printed

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