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The collection of data

From Paper 1 (Higher tier)
11 mark
Which one of the following is continuous data?
From Paper 1 (Higher tier)
22 marks
Give one advantage and one disadvantage of using secondary data.
From Paper 1 (Higher tier)
32 marks
A school has the following numbers of students (data are illustrative, written for this paper): Year 7: 180 | Year 8: 200 | Year 9: 170 | Year 10: 150 | Year 11: 100. A stratified sample of 80 students is taken. Calculate how many students from Year 9 should be in the sample.
From Paper 1 (Higher tier)
4(a)3 marks
Ecologists catch and tag 40 fish in a lake. A week later they catch 50 fish, of which 8 are tagged. Use the Petersen capture–recapture method to estimate the population.
From Paper 1 (Higher tier)
4(b)1 mark
State one assumption made in using this method.
From Paper 1 (Higher tier)
5(a)2 marks
A survey contains the question: 'Don't you agree that the canteen food is too expensive?' Give two criticisms of this question.
From Paper 1 (Higher tier)
5(b)2 marks
Write an improved question with response boxes.
From Paper 1 (Higher tier)
5(c)1 mark
State one reason for carrying out a pilot study.
From Paper 1 (Higher tier)
176 marks
A student wants to investigate whether people in towns use public transport more than people in villages. Describe how they could plan and carry out this investigation.
From Paper 2 (Higher tier)
11 mark
Which sampling method selects the first people the researcher meets?
From Paper 2 (Higher tier)
22 marks
Explain the difference between a population and a sample.
From Paper 2 (Higher tier)
32 marks
Describe how to take a systematic sample of 50 from a list of 1,000 customers.
From Paper 2 (Higher tier)
42 marks
Explain what is meant by an extraneous variable, using an example from an experiment on plant growth.
From Paper 2 (Higher tier)
5(a)3 marks
Ecologists catch and tag 60 newts in a lake. A week later they catch 45 newts, of which 9 are tagged. Use the Petersen capture–recapture method to estimate the population.
From Paper 2 (Higher tier)
5(b)1 mark
State one assumption made in using this method.
From Paper 2 (Higher tier)
222 marks
Raw data from a survey of students' ages and hours of sleep (data are illustrative, written for this paper): (15, 8), (16, 7.5), (14, 9), (61, 7), (15, 28), (16, 8.5). Identify two values that should be checked or removed when cleaning the data, giving reasons.
Score 0 / 33 · 0 of 16 marked

This paper is written by Plasmo in the style of the AQA GCSE Statistics exam. It is not a past paper and is not produced or endorsed by the exam board.

The collection of data Exam Questions: AQA GCSE Statistics | Plasmo