Nuclear Radiation (SQA National 5 Physics): Exam Questions

Exam code: X857 75

2 hours31 questions
1
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1 mark

A sample of uranium has an activity of 2.4 space cross times space 10 to the power of 4 Bq.

The number of nuclei decaying in 15 minutes is

  • 2.7 space cross times space 10 to the power of 1

  • 1.6 space cross times space 10 cubed

  • 2.4 space cross times space 10 to the power of 4

  • 3.6 space cross times space 10 to the power of 5

  • 2.2 space cross times space 10 to the power of 7

21 mark

A student makes the following statements about nuclear fusion:

I Nuclear fusion is when a large nucleus splits into smaller nuclei.

II Plasma containment is required to sustain nuclear fusion reactions in a reactor.

III Nuclear fusion takes place at low temperatures.

Which of these statements is/are correct?

  • I only

  • II only

  • I and II only

  • I and III only

  • II and III only

3
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3 marks

Flying at high altitude increases the exposure of passengers and crew to radiation.

The graph shows how altitude affects the equivalent dose rate received by the passengers and crew on the aircraft.

Graph showing equivalent dose rate in microsieverts per hour increasing with altitude from 0 to 14 km, peaking near 8 μSv/h at 14 km.

The aircraft flies at an altitude of 11 km for 3.5 hours.

Calculate the equivalent dose received by a crew member during this time.

4
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6 marks

Electromagnetic radiation has many applications in everyday life.

X‑rays are used in dental procedures to examine the condition of a patient’s teeth.

A dental technician assists a patient during an X-ray procedure using a panoramic dental X-ray machine in a clinical setting.

During this procedure the patient’s head is exposed to X‑rays.

The mass of the patient’s head is 4.5 kg.

The patient’s head receives an absorbed dose of 5.0 μGy from the X‑rays.

(i) Calculate the energy of the radiation absorbed by the patient’s head.

[3]

(ii) Calculate the equivalent dose received by the patient’s head.

[3]

5a3 marks

An experiment is carried out, using the apparatus shown, to investigate the radiation emitted from different radioactive sources.

Diagram showing a radioactive source, Geiger-Müller tube, counter, stopclock, and absorbing materials arranged in sequence for an experiment.

Different absorbing materials are placed, in turn, between the radioactive source and the Geiger‑Müller tube, and the count rate is determined.

This procedure is repeated for each radioactive source.

The results are shown in the table.

Radioactive source

Count rate (counts per minute)

No absorbing material

Sheet of paper

3 mm thickness of aluminium

8 mm thickness of lead

X

540

542

539

380

Y

823

350

354

171

Z

652

649

12

14

One of the sources emits beta radiation only, one emits gamma radiation only, and one emits both alpha and gamma radiation.

State which source, X, Y or Z, emits both alpha and gamma radiation.

Justify your answer.

5b2 marks

A second experiment is carried out to investigate the ionising effect of radiation.

A radioactive source is held close to a spark counter. The spark counter consists of a metal wire connected to a microammeter and a high voltage power supply as shown.

Diagram showing a radioactive source held by tongs above a metal grid, connected to a microammeter and a high voltage power supply.

A radioactive source is placed close to the metal grid.

Radiation from the source ionises the air between the metal wire and the grid. Sparks are produced between the wire and the grid.

(i) State what is meant by the term ionisation.

[1]

(ii) The radioactive source used in this experiment emits alpha and gamma radiation.

The source is placed at different distances above the metal grid and the sparks produced are observed.

The results are shown in the table below.

Distance between the source and metal grid (mm)

Observation

10

continuous sparking

30

few sparks

60

no sparks

Using information from the table, state which type of radiation emitted from the source is causing the air between the wire and metal grid to be ionised.

You must justify your answer

[2]

6a
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5 marks

Iodine‑125 is a radioactive substance used to treat cancer.

A sealed capsule containing iodine‑125 is implanted inside a patient, next to the cancer cells.

Diagram of a Geiger-Müller tube measuring iodine-125 radiation from a sealed capsule inside a human body, connected to a ratemeter display.

Gamma rays emitted by the iodine‑125 damage the cancer cells.

A Geiger-Müller tube and ratemeter are used to measure the count rate from the iodine‑125.

Measurements of the count rate are taken at regular time intervals.

These measurements are used to produce a graph showing how the corrected count rate varies with the number of days after implant.

Graph showing a decreasing curve of corrected count rate from 5000 to 0 counts per minute over 300 days after implant, with grid lines.

(i) State the additional measurement that must have been made in order to determine the corrected count rate.

[1]

(ii) Using the graph, determine the half‑life of iodine‑125.

[1]

(iii) Determine the time it takes for the corrected count rate to reduce to one eighth of its initial value.

[2]

(iv) Determine the initial corrected count rate of iodine‑125 at the time it was implanted inside the patient.

[1]

6b1 mark

State one other use of nuclear radiation.

71 mark

A radioactive source emits alpha, beta, and gamma radiations.

Sheets of aluminium and paper are placed in front of the source as shown.

Diagram showing a radioactive source with 10 mm aluminium and paper separating points P and Q, illustrating radiation absorption through materials.

Which row in the table shows the radiation(s) from the source detected at points P and Q?

Radiation(s) detected at P

Radiation(s) detected at Q

A

beta and gamma

gamma

B

beta

alpha

C

beta and gamma

beta and gamma

D

alpha and gamma

gamma

E

gamma

gamma

    8
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    1 mark

    A radioactive sample emits 3000 alpha particles in 2 minutes.

    The activity of the sample is:

    • 25 Bq

    • 1500 Bq

    • 3000 Bq

    • 6000 Bq

    • 360 000 Bq

    91 mark

    A radioactive substance is to be injected into a patient so that blood flow can be monitored using a detector.

    Diagram of a medical imaging setup showing a patient in a gown standing next to a detector. Labels point to the patient and detector.

    A number of different substances which emit either beta or gamma radiation are available.

    The substances have different half‑lives.

    Which row in the table identifies the radiation emitted and the half‑life of the most suitable substance?

    Radiation emitted

    Half-life

    A

    beta

    2 days

    B

    beta

    2 years

    C

    gamma

    2 seconds

    D

    gamma

    2 days

    E

    gamma

    2 years

      10
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      1 mark

      Rhodium‑106 has a half‑life of 30 s.

      A sample of rhodium‑106 has an activity of 3200 Bq.

      The activity of this sample after 120 s is:

      • 27 Bq

      • 107 Bq

      • 200 Bq

      • 400 Bq

      • 800 Bq

      11a2 marks

      Smoke detectors are designed to automatically detect smoke and give a warning. It is recommended that smoke detectors are replaced every ten years.

      Smoke detector on a ceiling with visible smoke rising, highlighting its function in sensing and alerting to smoke presence for fire safety.

      Inside the smoke detector a radioactive source causes ionisation of the air between two electrically charged plates. When smoke enters the detector, the ionisation of the air is reduced.

      Diagram of a smoke detector showing a radioactive source emitting particles towards two plates with smoke disrupting the path between them.

      In most smoke detectors the radioactive source used is americium-241, which emits alpha particles.

      Give two reasons why an alpha radiation source is used rather than a beta or gamma source.

      11b3 marks

      The graphs show how the activity of three different alpha sources X, Y, and Z change with time.

      Three graphs show decay in activity (kBq) over time (days) for sources X, Y, and Z. Each graph depicts a downward curve, indicating decreasing activity.

      (i) State which of these three sources has the longest half‑life.

      [1]

      (ii) Explain why these sources would not be suitable for use in a smoke detector.

      [2]

      11c
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      4 marks

      Manufacturers must meet health and safety standards for their radiation workers.

      During an 8‑hour shift, a radiation worker receives an absorbed dose of 4.5 µGy every hour from alpha radiation.

      Determine the equivalent dose received by the worker in the 8‑hour shift.

      12a1 mark

      Nuclear fission is used in nuclear reactors to generate electricity.

      Nuclear fusion happens naturally in stars such as the Sun.

      State what is meant by the term nuclear fission.

      12b
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      5 marks

      Electricity generated from nuclear fission reactions is used to power the engines of an icebreaker ship.

      A ship navigates through icy waters near a tall, rugged ice shelf in a vast, snow-covered landscape under a clear sky.

      (i) The power output of the nuclear reactor in the icebreaker ship is 150 MW.

      Each nuclear fission reaction releases 2.9 cross times10−11 J of energy.

      Determine the minimum number of fission reactions that occur in the reactor each hour.

      [4]

      (ii) For many years, scientists have been attempting to develop nuclear fusion reactors. Current fusion reactors can only sustain reactions for a limited period of time.

      Describe one difficulty in sustaining nuclear fusion reactions in a reactor.

      [1]

      131 mark

      Which row in the table shows the paths taken by alpha particles and gamma radiation as they pass through a uniform electric field between two metal plates?

      Table showing paths of alpha and gamma radiation between charged plates; alpha particles curve toward negative plate, gamma rays travel straight.
        14
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        1 mark

        For a particular radioactive source, 1800 atoms decay in a time of 3 minutes.

        The activity of the source is

        • 10 Bq

        • 600 Bq

        • 1800 Bq

        • 5400 Bq

        • 324 000 Bq

        15
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        1 mark

        The crew on an aircraft during a transatlantic flight are exposed to cosmic radiation at an equivalent dose rate of 5·0 μSv h-1.

        The crew complete 6 transatlantic flights each month. The average duration of a flight is 8 hours.

        The equivalent dose received by the crew due to cosmic radiation during transatlantic flights in one year is

        • 30 μSv

        • 40 μSv

        • 60 μSv

        • 240 μSv

        • 2880 μSv

        161 mark

        A radioactive tracer is injected into a patient to enable doctors to check the function of a patient’s kidneys.

        Radiation from the tracer is monitored outside the patient’s body by a detector.

        Which row in the table shows the most suitable type of radiation emitted and the half-life for the tracer?

        Type of radiation emitted

        Half-life of tracer

        A

        alpha

        6 hours

        B

        beta

        6 hours

        C

        beta

        6 years

        D

        gamma

        6 hours

        E

        gamma

        6 years

          17
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          1 mark

          The activity of a radioactive source is 56 MBq.

          The activity of the source 40 hours later is 3·5 MBq.

          The half-life of this source is

          • 8 hours

          • 10 hours

          • 16 hours

          • 20 hours

          • 28 hours

          18a3 marks

          A technician carries out an experiment, using the apparatus shown, to determine the half-life of a radioactive source.

          Illustration of a Geiger-Müller tube setup with a counter, radioactive source, stop clock, and a wall clock for measuring radiation levels.

          Describe how the apparatus can be used to determine the half-life of the radioactive source.

          18b1 mark

          The technician carries out the experiment over a period of 30 minutes, and displays the data obtained in a graph as shown.

          Graph showing a decreasing corrected count rate from 220 to 100 counts per minute over 30 minutes on a grid with labelled axes.

          Suggest an improvement that the technician could make to the procedure to more easily determine a value for the half-life of this source.

          18c
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          6 marks

          In a second experiment, the technician absorbs 1·2 μJ of energy throughout their body from a radioactive source.

          The mass of the technician is 80·0 kg.

          (i) Calculate the absorbed dose received by the technician.

          [3]

          (ii) During the experiment, the technician receives an equivalent dose of 4·5 cross times10-8 Sv.

          Calculate the radiation weighting factor of this source.

          [3]

          18d2 marks

          The technician wears a film badge to monitor exposure to radiation.

          The film badge contains a piece of photographic film behind windows of different materials.

          Diagram of a rectangular panel with five labelled sections: open window, plastic, aluminium (0.1mm and 3mm), and lead windows of varying thicknesses.

          Explain how this badge is used to determine the type of radiation the technician has been exposed to.

          193 marks

          A physics teacher makes the following statement.

          ‘Instead of nuclear fission, perhaps one day nuclear fusion will become a practical source of generating energy.’

          Using your knowledge of physics, comment on the similarities and/or differences between using nuclear fission and nuclear fusion to generate energy.

          201 mark

          Which of the following statements describes the term ionisation?

          • The removal of a proton from an atom to form a charged particle.

          • The removal of an electron from an atom to form a charged particle.

          • The removal of a neutron from an atom.

          • The splitting of a large nucleus into smaller nuclei.

          • The joining of small nuclei to form a larger nucleus.

          21
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          1 mark

          In a radioactive source 1.8 cross times106 nuclei decay in 10 hours.

          The activity of the source is

          • 1.8 cross times105 Bq

          • 3.0 cross times104 Bq

          • 3.0 cross times103 Bq

          • 500 Bq

          • 50 Bq

          22
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          1 mark

          A sample of tissue receives an absorbed dose of 0.20 µGy from a source of alpha radiation and an absorbed dose of 6.0 µGy from a source of slow neutrons.

          The total equivalent dose received by the sample of tissue is

          • 6.2 µSv

          • 19 µSv

          • 22 µSv

          • 64 µSv

          • 140 µSv

          231 mark

          A technician carries out an experiment, using the apparatus shown, to determine the half‑life of a radioactive source.

          A diagram showing a clock, ratemeter, Geiger-Müller tube, radioactive source, and stop clock, labelled in order.

          Before carrying out the experiment the technician measures the background count rate.

          The technician takes readings of the count rate displayed on the ratemeter every 60 s for a period of 20 minutes.

          A graph of the technician’s measurements is as shown.

          Graph showing a downward trend of corrected count rate from 400 to 200 counts per second over 20 minutes, with time on the x-axis and count rate on the y-axis.

          Which of the following changes would allow the technician to more easily determine the half-life of the radioactive source?

          • Take readings of the count rate every 30 seconds for 20 minutes.

          • Take readings of the count rate every 60 seconds for 40 minutes.

          • Place lead shielding around the radioactive source.

          • Move the radioactive source closer to the Geiger-Müller tube.

          • Move the radioactive source further away from the Geiger-Müller tube.

          243 marks

          Two students are discussing radiation.

          The first student states: ‘All radiation is dangerous, so we should never allow ourselves to be exposed to it.’

          The second student states: ‘No, it’s only nuclear radiation that we need to worry about.’

          Using your knowledge of physics, comment on the students’ statements.

          25a
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          3 marks

          Medical face masks can be sterilised using gamma radiation to kill bacteria.

          The masks are placed into sealed plastic packages. These packages are then placed in a steriliser where they are exposed to gamma radiation.

          Diagram showing a package of medical face masks and a steriliser with labels for packages, radioactive source, lid, and shielding.

          The gamma radiation is produced by a cobalt-60 source.

          The source has an initial activity of 848 000 GBq.

          The half-life of cobalt-60 is 5.3 years.

          Determine the activity of the source 21.2 years later.

          25b
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          4 marks

          The face masks receive an absorbed dose of 25 kGy to ensure that they are safe for use.

          The mass of each face mask is 2.2 cross times10-3 kg.

          (i) The masks receive an absorbed dose of 0.50 Gy each second.

          Determine the length of time, in seconds, that the masks remain in the steriliser.

          [1]

          (ii) Calculate the energy absorbed by each face mask.

          [3]

          26
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          1 mark

          A sample of tissue receives an equivalent dose rate of 0·40 mSv h−1 from a source of alpha radiation.

          The equivalent dose received by the sample in 30 minutes is

          • 0·20 mSv

          • 0·80 mSv

          • 4·0 mSv

          • 12 mSv

          • 720 mSv

          27
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          1 mark

          A radioactive source has an initial activity of 200 kBq. After 12 days the activity of the source is 25 kBq.

          The half-life of the source is

          • 3 days

          • 4 days

          • 8 days

          • 36 days

          • 48 days

          281 mark

          In the following passage some words have been replaced by the letters X, Y and Z.

          During a nuclear X reaction two nuclei of smaller mass number combine to produce a nucleus of larger mass number. These reactions take place at very Y temperatures and are important because they can release Z

          Which row in the table shows the missing words?

          X

          Y

          Z

          A

          fusion

          low

          electrons

          B

          fusion

          high

          energy

          C

          fission

          high

          protons

          D

          fission

          low

          energy

          E

          fusion

          high

          electrons

            29a1 mark

            A tritium torch includes a sealed glass capsule containing radioactive tritium gas.

            Torch illustration showing a sealed glass capsule focus beam. A strap is attached to the torch for carrying or securing.

            Beta particles emitted by the tritium gas are absorbed by a coating on the inside of the glass capsule.

            The coating then emits visible light.

            State what is meant by a beta particle.

            29b2 marks

            The half-life of tritium gas is 12·3 years.

            The manufacturer states that the torch will work effectively for 15 years.

            Explain why the torch will be less effective after this time.

            29c
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            6 marks

            During the manufacturing process a glass capsule cracks and a worker receives an absorbed dose of 0·40 mGy throughout their body from the tritium gas.

            The mass of the worker is 85 kg.

            (i) Calculate the energy of the radiation absorbed by the worker.

            [3]

            (ii) Calculate the equivalent dose received by the worker.

            [3]

            30a2 marks

            A technician carries out an experiment, using the apparatus shown, to determine the half-life of a gamma radiation source.

            Diagram of a Geiger-Müller tube setup detecting gamma radiation, with a counter, a gamma source, a stopclock, and a clock, measuring distance 0-30m.

            Before carrying out the experiment the technician measures the background count rate.

            (i) Explain why this measurement is made.

            [1]

            (ii) State a source of background radiation.

            [1]

            30b4 marks

            The technician’s results are shown in the table.

            Time (minutes)

            Corrected count rate (counts per minute)

            0

            680

            20

            428

            40

            270

            60

            170

            80

            107

            100

            68

            (i) Using the graph paper below, draw a graph of these results.

            [3]

            A blank graph paper with a grid of small dark squares on a white background, featuring thicker lines to indicate larger sections.

            (ii) Use your graph to determine the half-life of the gamma radiation source.

            [1]

            30c
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            5 marks

            The technician repeats the experiment with an alpha radiation source.

            (i) Suggest a change the technician must make to the experimental set-up to determine the half-life of the alpha radiation source.

            Justify your answer.

            [2]

            (ii) During the first 15 s of the experiment the alpha radiation source has an average activity of 520 Bq.

            Calculate the number of nuclear disintegrations that occur in the source in the first 15 s of the experiment.

            [3]

            31a1 mark

            Read the passage and answer the questions that follow.

            Illustration of a space probe with a large dish antenna and extended solar panels, set against a starry, pixelated background in greyscale.

            Spacecraft travelling to distant parts of the Solar System need to have a source of power to operate their electrical systems.

            Many spacecraft use solar cells to generate electricity, but this is not always suitable.

            Some spacecraft, such as Voyager 2, are powered using energy generated by Radioisotope Thermoelectric Generators (RTGs). The RTGs in Voyager 2 use plutonium-238 as a fuel. The half-life of plutonium-238 is 88 years. The plutonium decays to uranium in a nuclear fission reaction. The heat generated by this radioactive decay is then converted into electrical energy.

            In the future, NASA plans to equip spacecraft with miniature nuclear reactors, which use nuclear fission chain reactions to generate power.

            Explain why the decay of plutonium to uranium is described as a nuclear fission reaction.

            31b2 marks

            Describe the role of neutrons in a nuclear fission chain reac

            31c1 mark

            Voyager 2 has been travelling through space for nearly 50 years.

            Explain why the power output of the RTGs on Voyager 2 have decreased over this time.