Question
page 6 of 6
16 of 1616 of 16 Items
panthers= 3 5 6
lynx= 2 4 6
Question 1
Consider the following box plots which represents the number of runs scored by two softball teams during a season.
(1 point)
Determine the median of the runs scored by the Panthers.
Determine the median of the runs scored by the Lynx.
Question 2
(2 points)
Based on the box plots, the Lynx are likely to score
the Panthers in the game because the Panther's median is
the median for the Lynx.
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16 of 1616 of 16 Items
panthers= 3 5 6
lynx= 2 4 6
Question 1
Consider the following box plots which represents the number of runs scored by two softball teams during a season.
(1 point)
Determine the median of the runs scored by the Panthers.
Determine the median of the runs scored by the Lynx.
Question 2
(2 points)
Based on the box plots, the Lynx are likely to score
the Panthers in the game because the Panther's median is
the median for the Lynx.
Skip to navigation
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Answers
GPT-4o mini
To answer your questions regarding the box plots of the Panthers and Lynx, we can make the following determinations:
### Question 1:
To find the median from a box plot, we would typically refer to the center line within the box of the plot. However, without being able to see the actual box plots, we can make some general assumptions about how to interpret the scenario.
1. **Determine the median of the runs scored by the Panthers**:
In the absence of specific data from the box plot, you would look at where the line inside the box for the Panthers is located. If you follow the box plot, you can pinpoint the median.
2. **Determine the median of the runs scored by the Lynx**:
Similarly, you would check the line inside the box for the Lynx's box plot to find their median.
Since the actual box plots weren't provided in your question, I'm unable to give you the exact medians. It’s common in comparisons of data to find median values to understand central tendencies.
### Question 2:
To complete the statement regarding the scoring likelihood of the teams, you would analyze the medians you found:
- If the median runs scored by the Panthers is less than the median for the Lynx, you would conclude that "the Lynx are likely to score more than the Panthers."
- Conversely, if the median runs for the Panthers are higher, the opposite would be true.
Again, without the specific values from the box plots, I can't provide the exact conclusion, but this is the reasoning you would use.
For a definitive answer, please provide the actual median values from the box plots or descriptions of their locations.
### Question 1:
To find the median from a box plot, we would typically refer to the center line within the box of the plot. However, without being able to see the actual box plots, we can make some general assumptions about how to interpret the scenario.
1. **Determine the median of the runs scored by the Panthers**:
In the absence of specific data from the box plot, you would look at where the line inside the box for the Panthers is located. If you follow the box plot, you can pinpoint the median.
2. **Determine the median of the runs scored by the Lynx**:
Similarly, you would check the line inside the box for the Lynx's box plot to find their median.
Since the actual box plots weren't provided in your question, I'm unable to give you the exact medians. It’s common in comparisons of data to find median values to understand central tendencies.
### Question 2:
To complete the statement regarding the scoring likelihood of the teams, you would analyze the medians you found:
- If the median runs scored by the Panthers is less than the median for the Lynx, you would conclude that "the Lynx are likely to score more than the Panthers."
- Conversely, if the median runs for the Panthers are higher, the opposite would be true.
Again, without the specific values from the box plots, I can't provide the exact conclusion, but this is the reasoning you would use.
For a definitive answer, please provide the actual median values from the box plots or descriptions of their locations.