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. Use these box plots to answer the questions below.
(2 points)
The difference between the two medians is
.
The box plot for the
-year-olds has more spread.
Question 2
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)
9 answers
Based on the box plots, it can be inferred that the 15-year-olds have a higher median standing jump distance compared to the 10-year-olds. Additionally, the box plot for the 15-year-olds shows more spread in the data, indicating that there may be a wider range of standing jump distances among the 15-year-olds compared to the 10-year-olds.
The difference between the two medians is
.
The box plot for the
-year-olds has more spread.
.
The box plot for the
-year-olds has more spread.
The difference between the two medians is: 10-year-olds median - 15-year-olds median
The box plot for the 15-year-olds has more spread.
The box plot for the 15-year-olds has more spread.
10 yr olds 51 to 59
15 yr olds 64 to 80
15 yr olds 64 to 80
The difference between the two medians is:
15-year-olds median - 10-year-olds median = 64 - 55 = 9
The box plot for the 15-year-olds has more spread than the 10-year-olds.
15-year-olds median - 10-year-olds median = 64 - 55 = 9
The box plot for the 15-year-olds has more spread than the 10-year-olds.
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)
From the box plots, we can infer that, on average, 15-year-olds tend to jump further in a standing jump compared to 10-year-olds. This is indicated by the higher median jump distance shown in the box plot for 15-year-olds. Additionally, we can see that the range of jump distances for 15-year-olds is greater than that of 10-year-olds, as evidenced by the longer whiskers in the box plot for the 15-year-olds. This suggests that there is more variability in standing jump distances among 15-year-olds compared to 10-year-olds.
rewright it
The box plots indicate that, on average, 15-year-olds have a greater standing jump distance compared to 10-year-olds, as shown by the higher median jump distance for the 15-year-olds. Furthermore, the box plot for 15-year-olds displays a wider range of jump distances, suggesting that there is more variability in standing jump performance among 15-year-olds than among 10-year-olds.