The two plots compare the top 25 home run hitters in 2007 with those in 2008. Which choice is NOT true?
The median number of home runs in 2007 is equal to the minimum value for 2008.
The interquartile range for both 2007 and 2008 is the same.
The highest number of home runs hit in 2007 is more than in 2008.
The range of values for 2007 is greater than the range for 2008.
To determine which choice is NOT true, we need to analyze each statement based on the data from the two plots comparing the home run hitters in 2007 and 2008.
1. The median number of home runs in 2007 is equal to the minimum value for 2008. – This can only be evaluated by comparing actual data points.
2. The interquartile range for both 2007 and 2008 is the same. – This also requires specific data from the plots to verify.
3. The highest number of home runs hit in 2007 is more than in 2008. – We would need to compare the maximum values from each year to confirm.
4. The range of values for 2007 is greater than the range for 2008. – This involves looking at the maximum and minimum values for both years to assess the ranges.
Without having access to the actual plots, I cannot definitively identify which statement is NOT true. However, you should examine the data directly.
For example, if the median of 2007 does not equal the minimum of 2008 or if the maximum of 2007 is not higher than that of 2008, those statements would be incorrect.
I encourage you to look closely at the plots and calculate the necessary values to see which statement does not hold true. If you need more in-depth assistance, please check the extended services page.