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Goodness of fit and contingency tables: Edexcel International A Level Further Maths questions

Every Edexcel International A Level Further Maths exam question on S3.4 Goodness of fit and contingency tables, 2019–2025, with its mark scheme and examiner’s report.

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1,041 questions

  1. Q3

    June 2025 · Statistics 3 (S3)

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  2. Q5

    June 2025 · Statistics 3 (S3)

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  3. Q2

    January 2025 · Statistics 3 (S3)

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  4. Q5

    January 2025 · Statistics 3 (S3)

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  5. Q4

    June 2024 · Statistics 3 (S3)

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  6. Q1

    January 2024 · Statistics 3 (S3)

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  7. Q4

    January 2024 · Statistics 3 (S3)

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  8. Q2

    June 2023 · Statistics 3 (S3)

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  9. Q4

    June 2023 · Statistics 3 (S3)

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  10. Q3

    January 2023 · Statistics 3 (S3)

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  11. Q4

    January 2023 · Statistics 3 (S3)

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  12. Q7

    June 2022 · Statistics 3 (S3)

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  13. Q4

    January 2022 · Statistics 3 (S3)

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  14. Q6

    January 2022 · Statistics 3 (S3)

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  15. Q2

    October 2021 · Statistics 3 (S3)

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  16. Q4

    October 2021 · Statistics 3 (S3)

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  17. Q2

    June 2021 · Statistics 3 (S3)

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  18. Q5

    June 2021 · Statistics 3 (S3)

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  19. Q3

    January 2021 · Statistics 3 (S3)

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  20. Q5

    January 2021 · Statistics 3 (S3)

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All 22 questions on Goodness of fit and contingency tables, as a list
  1. June 2025, Statistics 3 (S3), Q3 (9 marks): A garage sold 250 new cars which work using one of three types of engine: petrol, diesel or electric. For each car, the garage recorded the month it first exper
  2. June 2025, Statistics 3 (S3), Q5 (11 marks): The following table shows the number of male puppies born in 250 dog litters of size 5 Number of males 0 1 2 3 4 5 Number of litters 2 40 90 85 30 3 Jeff believ
  3. January 2025, Statistics 3 (S3), Q2 (7 marks): The manager of a shop investigates the number of customers served by staff that work in the shop. The manager records the number of customers being served in 10
  4. January 2025, Statistics 3 (S3), Q5 (12 marks): A research company takes a sample of 120 students living in London and a sample of 80 students living in Birmingham. The company asks the students to state thei
  5. June 2024, Statistics 3 (S3), Q4 (11 marks): The manager of a company making ice cream believes that the proportions of people in the population who prefer vanilla, chocolate, strawberry and other are in t
  6. January 2024, Statistics 3 (S3), Q1 (8 marks): Chen is treating vines to prevent fungus appearing. One month after the treatment, Chen monitors the vines to see if fungus is present. The contingency table sh
  7. January 2024, Statistics 3 (S3), Q4 (10 marks): The number of jobs sent to a printer per hour in a small office is recorded for 120 hours. The results are summarised in the following table. Number of jobs 0 1
  8. June 2023, Statistics 3 (S3), Q2 (10 marks): A business accepts cash, bank cards or mobile apps as payment methods. The manager wishes to test whether or not there is an association between the payment amo
  9. June 2023, Statistics 3 (S3), Q4 (11 marks): It is suggested that the delay, in hours, of certain flights from a particular country may be modelled by the continuous random variable, T, with probability de
  10. January 2023, Statistics 3 (S3), Q3 (9 marks): 3 A mobile phone company offers an insurance policy to its customers when they purchase a mobile phone. The company conducted a survey on the age of the custome
  11. January 2023, Statistics 3 (S3), Q4 (14 marks): 4 A research student is investigating the number of children who are girls in families with 4 children. The table below shows her results for 200 such families.
  12. June 2022, Statistics 3 (S3), Q7 (11 marks): 7 The following table shows observed frequencies, where x is an integer, from an experiment to test whether or not a six‑sided die is biased. Number on die 1 2
  13. January 2022, Statistics 3 (S3), Q4 (14 marks): A survey was carried out with students that had studied Maths, Physics and Chemistry at a college between 2016 and 2020. The students were divided into two grou
  14. January 2022, Statistics 3 (S3), Q6 (14 marks): A farmer sells strawberries in baskets. The contents of each of 100 randomly selected baskets were weighed and the results, given to the nearest gram, are shown
  15. October 2021, Statistics 3 (S3), Q2 (8 marks): Andy has some apple trees. Over many years she has graded each apple from her trees as A, B, C, D or E according to the quality of the apple, with A being the h
  16. October 2021, Statistics 3 (S3), Q4 (11 marks): A local village radio station, LSB, decides to survey adults in its broadcasting area about the programmes it produces. LSB broadcasts to 4 villages A, B, C and
  17. June 2021, Statistics 3 (S3), Q2 (9 marks): A doctor believes that the diet of her patients and their health are not independent. She takes a random sample of 200 patients and records whether they are in
  18. June 2021, Statistics 3 (S3), Q5 (16 marks): A researcher is looking into the effectiveness of a new medicine for the relief of symptoms. He collects random samples of 8 people who are taking the medicine
  19. January 2021, Statistics 3 (S3), Q3 (10 marks): The students in a group of schools can choose a club to join. There are 4 clubs available: Music, Art, Sports and Computers. The director collected information
  20. January 2021, Statistics 3 (S3), Q5 (18 marks): Chrystal is studying the lengths of pine cones that have fallen from a tree. She believes that the length, X cm, of the pine cones can be modelled by a normal d
  21. October 2020, Statistics 3 (S3), Q2 (9 marks): A university awards its graduates a degree in one of three categories, Distinction, Merit or Pass. Table 1 shows information about a random sample of 200 gradua
  22. October 2020, Statistics 3 (S3), Q4 (15 marks): Luka wants to carry out a survey of students at his school. He obtains a list of all 280 students. (a) Explain how he can use this list to select a systematic s

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