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Interpreting Box Plots and Histograms
By Janet Gantert
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Last updated about 6 years ago
20 questions
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Question 1
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Question 2
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Question 3
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Question 4
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Question 5
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Question 6
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Question 7
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Question 8
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Question 9
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Question 10
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Question 11
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Question 12
12.
How many students earned a score greater than 69?
Question 13
13.
In which score interval does the median lie?
Question 14
14.
How many of the winning speeds are less than 140 miles per hour?
Question 15
15.
What speed interval is most likely to be a winning speed at the Daytona 500?
Question 16
16.
The range of the data from Farm Y is equal to the range of data for Farm X
The third quartile of the data for Farm Y is less than the third quartile of the data for Farm X
The median of the data for Farm Y is greater than the median of the data for Farm X
The first quartile of the data for Farm Y is greater than the first quartile of the data for Farm X
Question 17
17.
The range of the data for Mr. Bonham's class is less than the range of the data for Mrs. Kelso's class
The data for Mrs. Kelso's class are more symmetrical than the data for Mr. Bonham's class
The median number of the data for Mr. Bonham's class is less than the median number of the data for Mrs. Kelso's class.
The interquartile range of the data for Mrs. Kelso's class is greater than the interquartile range of the data for Mr. Bonham's class.
Question 18
18.
The mediand amount of time the first class spent exercising was greater than the median amount of time the second class spent exercising.
The range for the second class was less than the range for the first class.
The interquartile range for the first class was less than the interquartile range for the second class.
The minimum amount of time the second class spent exercising was greater than the minimum amount of time the first class spent exercising.
Question 19
19.
Which best describes the shape of this histogram?
approximately normal
skewed to the left
skewed to the right
Question 20
20.
Which statement best shows the relationship between the mean and the median of this data?
mean = median
mean > median
mean < median