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4MA1/2F Jun 2025, Question 11: Tally Charts and Frequency Tables

Pearson Edexcel International GCSE Mathematics A 4MA1 · Paper 2F (Foundation) · Calculator · 4 marks

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The question, in short

Complete the two-way table for 240 children choosing tennis, athletics or cricket on Monday or Tuesday, then find the probability a randomly chosen cricket player plays on Monday.

Summarised in our own words. Use the official paper for the exact wording and any diagrams.

Part (a) · 3 marks

Fill in the missing cells of the two-way table using the row and column totals given.

  1. 1Monday athletics: 110 − 29 − 58 = 23
  2. 2Tuesday tennis: 62 − 29 = 33
  3. 3Tuesday cricket: 105 − 58 = 47
  4. 4Tuesday total: 240 − 110 = 130
  5. 5Tuesday athletics: 130 − 33 − 47 = 50
  6. 6Athletics total: 23 + 50 = 73

AnswerMonday athletics 23; Tuesday tennis 33, athletics 50, cricket 47, total 130; athletics total 73

Part (b) · 1 mark

Find the probability that a randomly selected child who plays cricket plays on Monday.

  1. 1Only children who play cricket: 105
  2. 2Of these, 58 play on Monday
  3. 3Probability = 58/105

Answer58/105

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