Question

These two box plots show the distances of a standing jump, in inches, for a random sample of 10-year-olds and a random sample of 15-year-olds. Both graph starts from 50 and ends with 80. Use these box plots to answer the questions below.

10 year olds: 50-59

15 years olds: 64-80

The box plots above show us how far a group of students jumped. What can you infer about the differences between the two age groups? (2 points)

Answers

GPT 3.5
Based on the box plots, we can infer that, on average, 15-year-olds can jump a greater distance than 10-year-olds. This is because the median jump distance for 15-year-olds is higher (at around 72 inches) compared to the median jump distance for 10-year-olds (at around 54 inches). Additionally, the range for 15-year-olds (64-80 inches) is wider than the range for 10-year-olds (50-59 inches), indicating that there is more variability in jump distances among 15-year-olds compared to 10-year-olds.

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