Tables, bars and line graphs
Read and construct displays whose category or time scale matches the data.
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| Time | 09:00 | 10:00 | 11:00 | 12:00 |
|---|---|---|---|---|
| Temperature in °C | 22 | 26 | 24 | 28 |
Time is ordered, so a line graph helps show the changes between these readings. Plot time at equally spaced positions on the horizontal axis, temperature on the vertical axis, then join consecutive points. Label both axes and the temperature unit.
The greatest recorded temperature is 28°C at noon. The temperature falls 2°C between 10:00 and 11:00 even though the line then rises again. A joined line suggests an intermediate pattern; the table does not prove the exact temperature at 10:30 or after noon.
Bars compare categories
For favourite fruit—6 apples, 10 bananas and 4 oranges—draw separated bars of equal width from a common zero baseline. Label the categories. If each interval represents 2 pupils, the bars reach 3, 5 and 2 intervals. A taller interval count is not itself the pupil count.
The categories are not successive times, so joining their tops would suggest a sequence that is not in the data. A table preserves the exact counts in either case.
Check your understanding 1 Construct rather than copy
Draw a bar graph for 12 walkers, 8 bus passengers and 6 cyclists using 2 pupils per interval. Give the total and the difference between walkers and cyclists.
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The bars reach 6, 4 and 3 intervals and should be labelled in pupils: 12, 8 and 6. Total 26; difference 12-6 = 6 pupils. Label both axes and start each bar from zero.
Check what is not known
Does the temperature line prove that tomorrow at noon will be 28°C?
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No. It records one set of readings. Predicting a future day needs further evidence or a stated model.
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