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2 points 9 To estimate the median age of all students attending her university, a statistician selected a simple random sample of 21 students. Prior
2 points 9 To estimate the median age of all students attending her university, a statistician selected a simple random sample of 21 students. Prior to going on vacation, the statistician was only able to collect data from 19 of those 21 students. The median age of the 19 students was 28 years. The last two students were 20 and 31 years of age, respectively. Based on this information, which of the following best describes the median age of all 21 students in the sample? more than 28 27.7619 Cannot be determined from the information provided less than 28 00000 28 n 1 point 59 A graphical procedure that can be used to display quantitative data. CHOOSE ALL CORRECT RESPONSES! Median Mean Range Interquartile Range Standard Deviation Boxplot Histogram Pie chart Bar graph BEDSEDCJCJCJCJ Stemand-leaf plot 7 1 point A measure of center that is not resistant to outliers. CHOOSE ALL CORRECT RESPONSES! V Median Boxplot Bar graph Histogram Mean Range Interquartile range Standard deviation Stem-an-leaf plot Pie chart 8 1 point A measure of spread that is resistant to outliers. CHOOSE ALL CORRECT RESPONSES! Median OO Histogram Bar graph Range Mean Interquartile range Pie chart Standard deviation Boxplot Stem-and-leaf plotn 1point 5? Anita and Joel are each given the same set of data and are asked to construct a histogram. They agree to use exactly the same class intervals; Anita constructs a frequency histogram and Joel constructs a relative frequency histogram. TRUE or FALSE: Anita's frequency histogram and Joel's relative frequency histogram will look the same, except for the labeling of the vertical axis. 0 True O False
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