Chapter 7GCSE (9–1) · AQA, Edexcel, OCR

GCSE Physics Radioactivity questions by topic

12 exam-style questions (70 marks) in three tiers, with Higher-tier questions tagged. Try each one on paper first, then check the model answer and mark scheme.

Chapter 7 notes

12 questions · 70 marks

Showing 12 of 12 questions

Foundation

Recall and simple application

  1. Q1Foundation[5 marks]

    Complete the table about the three nuclear radiations.

    Radiations
    RadiationNatureStopped by
    Alpha(a)Paper
    BetaFast electron(b)
    Gamma(c)(d)
    1. (a)Nature of alpha.[1]
    2. (b)Beta absorber.[1]
    3. (c)Nature of gamma.[1]
    4. (d)Gamma absorber.[1]
    5. (e)Which radiation is the least ionising?[1]
  2. Q2Foundation[4 marks]

    A source has an activity of 640 Bq and a half-life of 2 days.

    1. (a)State the activity after 2 days.[1]
    2. (b)State the activity after 4 days.[1]
    3. (c)Calculate how many half-lives have passed after 8 days.[1]
    4. (d)State the activity after 8 days.[1]
  3. Q3Foundation[4 marks]

    Define irradiation and contamination, and state which one washing with water can reduce.

    1. (a)Define irradiation.[1]
    2. (b)Define contamination.[2]
    3. (c)Which one can washing reduce?[1]
  4. Q4Foundation[4 marks]

    Name one natural and one man-made source of background radiation, and explain why measurements must be corrected for it.

    1. (a)One natural source.[1]
    2. (b)One man-made source.[1]
    3. (c)Explain the correction.[2]

Standard

Structured, exam-style

  1. Q5Standard[7 marks]

    A Geiger–Müller tube records a source’s count rate over a week. The background rate is 12 s⁻¹.

    Measured count rates
    Time / daysMeasured rate / s⁻¹
    0492
    2252
    4132
    672
    1. (a)Calculate the corrected rate for each reading.[2]
    2. (b)Determine the half-life.[2]
    3. (c)Predict the corrected rate after 10 days.[2]
    4. (d)State why the rate never quite reaches zero.[1]
  2. Q6Standard[6 marks]

    Complete these nuclear equations by giving the missing values.

    1. (a)²¹⁰₈₄Po → ? + ⁴₂α (give A and Z of the daughter).[2]
    2. (b)¹⁴₆C → ¹⁴₇N + ? (name the emitted particle).[2]
    3. (c)Explain why gamma emission changes neither A nor Z.[2]
  3. Q7Standard[6 marks]

    A hospital chooses between two isotopes for a tracer: isotope P (beta emitter, half-life 30 years) and isotope Q (gamma emitter, half-life 6 hours).

    1. (a)State which isotope should be used and why its radiation suits detection.[2]
    2. (b)Explain why its half-life suits the patient.[2]
    3. (c)Give one property of the radiation that makes the other isotope unsuitable.[2]
  4. Q8Standard[6 marks]

    Explain why alpha sources are more dangerous inside the body than outside it, and why gamma sources are the reverse.

    1. (a)Explain the inside-body danger of alpha.[3]
    2. (b)Explain the external danger of gamma and why alpha barely matters outside.[3]

Challenging

Data, evaluation and explanation

  1. Q9Challenging[7 marks]

    A sample of a medical isotope has activity 900 Bq at 08:00 and a half-life of 8 hours.

    1. (a)Calculate the activity at 16:00 the same day.[2]
    2. (b)Calculate the activity at 08:00 the next day.[2]
    3. (c)Determine after how many hours the activity first falls below 30 Bq.[3]
  2. Q10Challenging[7 marks]

    A technician claims: “This source has decayed for three half-lives, so three quarters of it has gone and it is now safe to handle without precautions.”

    1. (a)Verify the fraction that has decayed.[2]
    2. (b)Explain the two errors in calling the source “safe”.[4]
    3. (c)State what determines when a source can be handled safely.[1]
  3. Q11Challenging[8 marks]

    Evaluate the use of americium-241 (an alpha emitter with a half-life of 432 years) in household smoke alarms.

    1. (a)Explain how the alarm detects smoke.[3]
    2. (b)Explain why an alpha emitter suits this use.[2]
    3. (c)Give one risk and explain why it is considered acceptable.[3]
  4. Q12Challenging[6 marks]

    An archaeologist has two dating methods: carbon-14 (half-life 5 700 years) and a sodium isotope (half-life 15 hours).

    1. (a)State which isotope suits dating ancient wood and why.[2]
    2. (b)Explain why the sodium isotope cannot date wood at all.[2]
    3. (c)State one limitation of carbon-14 dating for very old samples.[2]

Next step

Sit the practice paper

A 30-mark paper in the style of a GCSE paper, with a separate mark scheme. Give yourself 40 min.

Question paper

Chapter 7 Practice Paper

30 marks · 40 min · 5 pages

10 multiple-choice questions and structured questions with answer lines. Chapter 7: alpha, beta and gamma radiation, nuclear equations, activity and half-life, decay graphs, background radiation, contamination vs irradiation, uses and hazards.

Mark scheme

PRO

Chapter 7 Practice Paper — mark scheme

Answers · Marking points · 3 pages

Model answers with a mark for each creditworthy point — for marking at home or in class.

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