To determine which class shows the smallest spread in scores based on the descriptions of the box plots, we can analyze the range of scores for each class, which is defined by the minimum score (the end of the first whisker) and the maximum score (the end of the second whisker).
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Class A:
- Minimum (first whisker): < 65 (boundary between 60 and 70)
- Maximum (second whisker): 100
- Range: Less than 65 to 100
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Class B:
- Minimum (first whisker): < 65 (boundary between 60 and 70)
- Maximum (second whisker): > 95 (between 90 and 100)
- Range: Less than 65 to more than 95
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Class C:
- Minimum (first whisker): 65 (between 60 and 70)
- Maximum (second whisker): 95 (halfway between 90 and 100)
- Range: 65 to 95
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Class D:
- Minimum (first whisker): 60
- Maximum (second whisker): > 95 (between 90 and 100)
- Range: 60 to more than 95
Now, let's examine the ranges we have for each class:
- Class A: > 65 score range to 100 = > 35 unit spread.
- Class B: > 65 score range to > 95 = > 30 unit spread is uncertain.
- Class C: 65 to 95 = 30 unit spread.
- Class D: 60 to > 95 = > 35 spread as well.
From the above analysis, Class C has the most clearly defined range with a fixed spread of 30 points (from 65 to 95), while the others have uncertain overlapping ranges, but potentially larger spreads.
Therefore, the answer is C. Class C shows the smallest spread in scores.