Question
These two box plots show the distances of a jump in inches for a random sample of 10year Olds and a random sample of 15 year Olds. Use these box plots to answer the questions below.
Answers
GPT 3.5
1. Which age group, on average, jumps farther?
Based on the box plots, it appears that the 15-year-olds jump farther on average compared to the 10-year-olds. This can be seen by comparing the median lines of the two box plots, with the median line for the 15-year-olds being higher than the median line for the 10-year-olds.
2. Are there more outliers in the 10-year-old group or the 15-year-old group?
In the box plot for the 10-year-olds, there is one outlier which is significantly higher than the rest of the data points. In contrast, the box plot for the 15-year-olds does not show any outliers. Therefore, there are more outliers in the 10-year-old group.
3. Which age group has a larger range of jump distances?
The range of jump distances for the 15-year-olds appears to be larger than that of the 10-year-olds based on the box plots. This is because the length of the whiskers of the 15-year-olds' box plot is longer than that of the 10-year-olds' box plot.
4. Are there any 15-year-olds who jump a shorter distance than the shortest jump of the 10-year-olds?
Based on the box plots, there is no overlap between the jump distances of the 10-year-olds and 15-year-olds. Therefore, there are no 15-year-olds who jump a shorter distance than the shortest jump of the 10-year-olds.
Based on the box plots, it appears that the 15-year-olds jump farther on average compared to the 10-year-olds. This can be seen by comparing the median lines of the two box plots, with the median line for the 15-year-olds being higher than the median line for the 10-year-olds.
2. Are there more outliers in the 10-year-old group or the 15-year-old group?
In the box plot for the 10-year-olds, there is one outlier which is significantly higher than the rest of the data points. In contrast, the box plot for the 15-year-olds does not show any outliers. Therefore, there are more outliers in the 10-year-old group.
3. Which age group has a larger range of jump distances?
The range of jump distances for the 15-year-olds appears to be larger than that of the 10-year-olds based on the box plots. This is because the length of the whiskers of the 15-year-olds' box plot is longer than that of the 10-year-olds' box plot.
4. Are there any 15-year-olds who jump a shorter distance than the shortest jump of the 10-year-olds?
Based on the box plots, there is no overlap between the jump distances of the 10-year-olds and 15-year-olds. Therefore, there are no 15-year-olds who jump a shorter distance than the shortest jump of the 10-year-olds.