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Pearson Edexcel International GCSE (9–1) · MATHEMATICS A · Chapter

Handling Data 2

18 practice questions

Practice questions

1–8 of 8 · Normal

  1. Question 1

    3 marks · Normal

    A botanist records the heights (h, in cm) of a random sample of ferns as shown in the grouped frequency table below:

    Heights of ferns
    Height range (cm)Frequency
    10 ≤ h < 154
    15 ≤ h < 206
    20 ≤ h < 2511
    25 ≤ h < 305
    30 ≤ h < 352

    Estimate the mean height of the ferns. Show your working.

    Answer and see the solution →
  2. Question 2

    4 marks · Normal

    The frequency table shows the weights of 30 small packages.

    (a)
    Weights of Packages
    Weight (w, g)Frequency
    20 ≤ w < 308
    30 ≤ w < 4015
    40 ≤ w < 507
    (i)

    Write down the modal class.

    [1 mark]
    (ii)

    Calculate an estimate of the mean weight of these packages.

    [2 marks]
    (iii)

    Find the class where the median weight lies.

    [1 mark]
    Answer and see the solution →
  3. Question 3

    2 marks · Normal

    A spinner is spun twice. The outcomes for each spin are shown below:

    First and Second Spin Outcomes
    First spinSecond spin
    AA
    AB
    BA
    BB

    List all the possible outcomes of the two spins.

    Answer and see the solution →
  4. Question 4

    2 marks · Normal

    In a class, the numbers of pets owned by each of 12 students are found:

    0, 1, 0, 2, 3, 2, 1, 2, 2, 1, 3, 2

    Write down the mode of the data.

    Answer and see the solution →
  5. Question 5

    3 marks · Normal

    The table shows the time, t (minutes), several students spent revising for a test.

    Revision Times
    Time (t, min)Frequency
    0 ≤ t < 102
    10 ≤ t < 205
    20 ≤ t < 308
    30 ≤ t < 403

    Draw a frequency polygon using this data. Plot the mid-points of each group on the horizontal axis and frequency on the vertical axis.

    Answer and see the solution →
  6. Question 6

    2 marks · Normal

    A bag contains 2 red balls and 3 blue balls. One ball is chosen at random, replaced, and another is chosen.

    What is the probability that both balls are red?

    Answer and see the solution →
  7. Question 7

    3 marks · Normal

    A bag contains 2 yellow counters and 3 green counters. One counter is taken at random, not replaced, and then a second counter is taken at random. The counters are identical except for colour.

    (a)

    List all the possible ordered pairs of counters that could be taken from the bag.

    [1 mark]
    (b)

    What is the probability that both counters taken are green?

    [2 marks]
    Answer and see the solution →
  8. Question 8

    3 marks · Normal

    The grouped frequency table below shows the weights of apples, in grams, in a crate.

    Weights of Apples in a Crate
    Weight (w, g)Frequency
    60 \leq w < 807
    80 \leq w < 10013
    100 \leq w < 12018
    120 \leq w < 14012
    (a)

    Write down the modal class of apple weights from the table.

    [1 mark]
    (b)

    State the class interval that contains the median weight.

    [1 mark]
    (c)

    Estimate the mean weight of the apples. Give your answer to 1 decimal place.

    [1 mark]
    Answer and see the solution →