Question
Felicia and Gabriella are on the Hamilton Middle School basketball team. The box plots show the number of points they scored in 8 basketball games.
Basketball Games
Felicia
Gabriella
Number of Points
Which statement is best supported by the information in the box plots?
Responses
A The first quartile for Felicia’s data is greater than the first quartile for Gabriella’s data.The first quartile for Felicia’s data is greater than the first quartile for Gabriella’s data.
B The median for Felicia’s data is greater than the median for Gabriella’s data.The median for Felicia’s data is greater than the median for Gabriella’s data.
C The range of the data for Felicia is greater than the range of the data for Gabriella.The range of the data for Felicia is greater than the range of the data for Gabriella.
D Gabriella's maximum number of points scored in one game is less than Felicia's maximum number of points scored in one game.
Basketball Games
Felicia
Gabriella
Number of Points
Which statement is best supported by the information in the box plots?
Responses
A The first quartile for Felicia’s data is greater than the first quartile for Gabriella’s data.The first quartile for Felicia’s data is greater than the first quartile for Gabriella’s data.
B The median for Felicia’s data is greater than the median for Gabriella’s data.The median for Felicia’s data is greater than the median for Gabriella’s data.
C The range of the data for Felicia is greater than the range of the data for Gabriella.The range of the data for Felicia is greater than the range of the data for Gabriella.
D Gabriella's maximum number of points scored in one game is less than Felicia's maximum number of points scored in one game.
Answers
GPT-4o mini
To determine which statement is best supported by the information in the box plots comparing Felicia's and Gabriella's basketball scores, we need to analyze the relevant statistics represented by the box plots.
While we cannot see the box plots directly here, you will look for the following specific information:
- **First Quartile (Q1)**: The line that represents the 25th percentile.
- **Median**: The line that represents the 50th percentile.
- **Range**: The difference between the maximum and minimum values.
- **Maximum**: The highest value shown on the box plot.
With that context, evaluate each response option based on the data you can see in the box plots:
A. **The first quartile for Felicia’s data is greater than the first quartile for Gabriella’s data.**
- Look at the first quartile line for both box plots to see if this is true.
B. **The median for Felicia’s data is greater than the median for Gabriella’s data.**
- Check the median lines for both players.
C. **The range of the data for Felicia is greater than the range of the data for Gabriella.**
- Calculate the range for both players by finding the difference between the maximum and minimum values indicated in the plots.
D. **Gabriella's maximum number of points scored in one game is less than Felicia's maximum number of points scored in one game.**
- Compare the maximum points for both players.
Once you have evaluated these descriptions based on the box plots, determine which statement is supported by the data. Choose the one that has clear evidence in the box plots as the most accurate statement. If you need any help interpreting specific aspects of the box plots, let me know!
While we cannot see the box plots directly here, you will look for the following specific information:
- **First Quartile (Q1)**: The line that represents the 25th percentile.
- **Median**: The line that represents the 50th percentile.
- **Range**: The difference between the maximum and minimum values.
- **Maximum**: The highest value shown on the box plot.
With that context, evaluate each response option based on the data you can see in the box plots:
A. **The first quartile for Felicia’s data is greater than the first quartile for Gabriella’s data.**
- Look at the first quartile line for both box plots to see if this is true.
B. **The median for Felicia’s data is greater than the median for Gabriella’s data.**
- Check the median lines for both players.
C. **The range of the data for Felicia is greater than the range of the data for Gabriella.**
- Calculate the range for both players by finding the difference between the maximum and minimum values indicated in the plots.
D. **Gabriella's maximum number of points scored in one game is less than Felicia's maximum number of points scored in one game.**
- Compare the maximum points for both players.
Once you have evaluated these descriptions based on the box plots, determine which statement is supported by the data. Choose the one that has clear evidence in the box plots as the most accurate statement. If you need any help interpreting specific aspects of the box plots, let me know!