This distribution of test scores is [___]. The test score of 23 [___] an outlier. The median test score is [___]. The range of all of the test scores is [___], while the range of the middle 50 percent of the test scores is [___].
The median is [___].
The first quartile is [___].
The minimum is [___].
The maximum is [___].
The third quartile is [___].
The third quartile is [___].
Both distributions of the total cost of attendance are [___]. The average cost of attendance is higher for [___] universities. The costs of more than [___]% of the public institutions were within the costs of the lowest 25% of private institutions. Both the range and IQR was higher for [___] universities. Both distributions have [___] outliers.
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Which is the outlier rule for the upper boundary?Q1 + 1.5 ∙ IQRQ3 + 1.5 ∙ IQRQ1 − 1.5 ∙ IQRQ3 − 1.5 ∙ IQR
If any values in the data set are [___] the upper boundary, then those values are upper outliers.
Which statement is true?Only 15 is an outlier.Only 140 is an outlier.Both 15 and 140 are outliers.There are no outliers.
Which statement is true?Only 25 is an outlier.Only 261 is an outlier.Both 25 and 261 are outliers.There are no outliers.
Why is the boxplot incorrect?The minimum temperature is 42ºF, but the boxplot shows 46ºF.The maximum temperature is 60ºF, but the boxplot shows 66ºF.The median temperature is 53ºF, but the boxplot shows 52ºF.The first quartile temperature is 50ºF, but the boxplot shows 53ºF.
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