Two 6th classes sat the same spelling test out of 25. Both classes had a mean score of 15. So did the two classes really do the same? Or could a single number be hiding a very different story?
Here are the two classes' spelling test scores.
Both sets have a mean of 15. Look at how far apart the lowest and highest scores are in each set. That gap is the range (the distance from the lowest to the highest score).
Now you compare three fresh pairs of data sets, not the two classes. Each pair comes up as two plots side by side, so you can read both at once:
For each comparison, read off the mean and the range of both plots, then say which set is more consistent and which is more spread out.
In your maths copy, record the mean of the Class A and Class B scores from Watch and Notice. Note which set is more spread out. Then write one inference sentence backed by a number, for example: Class A is more consistent because its range is only …, while Class B's range is ….
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