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Data and probability · Ages 14–15

Choosing a statistical chart worksheet

Part of: Cumulative frequency & charts

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Choosing a statistical chart worksheet

Data and probability · Ages 14–15

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Name:Date:Score:/48

Write each answer in the space. For word problems, show your working and write a sentence answer.

Part A: Choose, or true or false (2 marks each)

  1. 1.Chi-keung records how a month's pocket money is split between food, travel, fun and savings, and wants to show each one's share of the whole. Which chart suits it best?

    • A. A frequency polygon
    • B. A pie chart
    • C. A histogram
    • D. A line graph

    Choose the right answer

    Answer:

  2. 2.Ka-yan wants to show how Hong Kong's mean temperature changes month by month over a year. Which chart suits it best?

    • A. A cumulative frequency polygon
    • B. A stem-and-leaf diagram
    • C. A line graph
    • D. A pie chart

    Choose the right answer

    Answer:

  3. 3.Tsz-hin records how a month's pocket money is split between food, travel, fun and savings, and wants to show each one's share of the whole. Which chart suits it best?

    • A. A line graph
    • B. A pie chart
    • C. A histogram
    • D. A frequency polygon

    Choose the right answer

    Answer:

  4. 4.In a survey, each person chose one of four answers, chosen by 37%, 22%, 15% and 26% of people. These figures can be drawn as a pie chart.

    True or false?

    Answer:

  5. 5.An online poll asked 108 people which of football, basketball, swimming and badminton they like best, to compare how many chose each. Which chart suits it best?

    • A. A bar chart
    • B. A line graph
    • C. A histogram
    • D. A cumulative frequency polygon

    Choose the right answer

    Answer:

  6. 6.Ming records 25 teammates' long jumps (cm) and wants to show how they spread out while keeping every exact value. Which chart suits it best?

    • A. A pie chart
    • B. A line graph
    • C. A stem-and-leaf diagram
    • D. A histogram

    Choose the right answer

    Answer:

  7. 7.An online poll asked 329 people which of football, basketball, swimming and badminton they like best, to compare how many chose each. Which chart suits it best?

    • A. A bar chart
    • B. A line graph
    • C. A histogram
    • D. A cumulative frequency polygon

    Choose the right answer

    Answer:

  8. 8.Ming records 28 teammates' long jumps (cm) and wants to show how they spread out while keeping every exact value. Which chart suits it best?

    • A. A pie chart
    • B. A histogram
    • C. A line graph
    • D. A stem-and-leaf diagram

    Choose the right answer

    Answer:

  9. 9.In a survey, each person chose one of four answers, chosen by 31%, 14%, 13% and 37% of people. These figures can be drawn as a pie chart.

    True or false?

    Answer:

  10. 10.A survey asked 274 people which kinds of transport they take on weekdays, each free to choose more than one: the MTR, buses, minibuses and ferries were chosen by 47%, 34%, 39% and 25% of them. To compare how many chose each, which chart suits it best?

    • A. A histogram
    • B. A line graph
    • C. A bar chart
    • D. A pie chart

    Choose the right answer

    Answer:

  11. 11.A courier wants customers to see at a glance how many parcels arrive within 39 minutes, and to read off the number within any other time too. Which chart suits it best?

    • A. A bar chart
    • B. A cumulative frequency polygon
    • C. A frequency polygon
    • D. A pie chart

    Choose the right answer

    Answer:

  12. 12.A courier wants customers to see at a glance how many parcels arrive within 22 minutes, and to read off the number within any other time too. Which chart suits it best?

    • A. A pie chart
    • B. A frequency polygon
    • C. A cumulative frequency polygon
    • D. A bar chart

    Choose the right answer

    Answer:

Part B: Word problems (4 marks each)

  1. 13.A florist draws a pie chart of four kinds of flower sold, its sectors' angles 139°, 48°, 82° and 111°. The pie chart is drawn correctly.

    True or false?

    Working:

    Answer:

  2. 14.825 runners finished a marathon. The organisers want runners to read off how many finished within any given time. Which chart suits it best?

    • A. A bar chart
    • B. A cumulative frequency polygon
    • C. A stem-and-leaf diagram
    • D. A pie chart

    Choose the right answer

    Working:

    Answer:

  3. 15.A chain wants to compare how 3 branches' monthly takings rose and fell over the past year. Which chart suits it best?

    • A. A histogram
    • B. A stem-and-leaf diagram
    • C. A pie chart for each branch
    • D. A line graph with each branch's line on it

    Choose the right answer

    Working:

    Answer:

  4. 16.A hiking club has 63 members and a rowing club 54. The aim is to compare how the two clubs' ages are spread. Which chart suits it best?

    • A. A bar chart, one bar per club
    • B. Two frequency polygons on one chart
    • C. A line graph
    • D. Two pie charts

    Choose the right answer

    Working:

    Answer:

  5. 17.A chain wants to compare how 2 branches' monthly takings rose and fell over the past year. Which chart suits it best?

    • A. A stem-and-leaf diagram
    • B. A pie chart for each branch
    • C. A histogram
    • D. A line graph with each branch's line on it

    Choose the right answer

    Working:

    Answer:

  6. 18.A hiking club has 78 members and a rowing club 78. The aim is to compare how the two clubs' ages are spread. Which chart suits it best?

    • A. A line graph
    • B. A bar chart, one bar per club
    • C. Two frequency polygons on one chart
    • D. Two pie charts

    Choose the right answer

    Working:

    Answer:

Show the answers and working

Choosing a statistical chart worksheet: Answers and working

Part A: Choose, or true or false

  1. 1. B. A pie chart

    The parts make one whole (all the pocket money), and shares of a whole call for a pie chart.

  2. 2. C. A line graph

    For change over time a line graph is clearest: a point a month, joined to show the rises and falls.

  3. 3. B. A pie chart

    The parts make one whole (all the pocket money), and shares of a whole call for a pie chart.

  4. 4. True

    A pie chart's parts must make the whole, 100%: 37 + 22 + 15 + 26 = 100.

  5. 5. A. A bar chart

    Comparing amounts in categories is a bar chart's job: a bar each, compared at a glance.

  6. 6. C. A stem-and-leaf diagram

    A stem-and-leaf diagram shows the spread, and every leaf is an exact value.

  7. 7. A. A bar chart

    Comparing amounts in categories is a bar chart's job: a bar each, compared at a glance.

  8. 8. D. A stem-and-leaf diagram

    A stem-and-leaf diagram shows the spread, and every leaf is an exact value.

  9. 9. False

    A pie chart's parts must make the whole, 100%: 31 + 14 + 13 + 37 = 95.

  10. 10. C. A bar chart

    The percentages add up to 145%, not one whole split into parts, so no pie chart; comparing the numbers in categories is a bar chart's job.

  11. 11. B. A cumulative frequency polygon

    'How many below a value' is a cumulative frequency, and the polygon gives it at any value.

  12. 12. C. A cumulative frequency polygon

    'How many below a value' is a cumulative frequency, and the polygon gives it at any value.

Part B: Word problems

Marking: 2 for the working, 1 for the answer, 1 for the sentence.

  1. 13. False

    A pie chart's angles must make 360°: 139 + 48 + 82 + 111 = 380.

  2. 14. B. A cumulative frequency polygon

    'How many finished within a time' is a cumulative frequency, readable at any time on the polygon.

  3. 15. D. A line graph with each branch's line on it

    Change over time is a line graph's job; several lines on one chart compare the rises and falls.

  4. 16. B. Two frequency polygons on one chart

    Two frequency polygons fit on one chart without hiding each other: the clearest way to compare two spreads.

  5. 17. D. A line graph with each branch's line on it

    Change over time is a line graph's job; several lines on one chart compare the rises and falls.

  6. 18. C. Two frequency polygons on one chart

    Two frequency polygons fit on one chart without hiding each other: the clearest way to compare two spreads.

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