2. The sets below represent test scores for two students in Mrs. Silvio's trigonometry class. Michelle: {71, 68, 84, 88} Valerie: {78, 82, 76, 80} Which statement correctly describes the relationship between the two students' test scores? 1) Michelle's mean test score is greater and her test scores have a greater interquartile range. 2) Michelle's population standard deviation is greater, but her range is smaller. 3) Valerie's mean test score is greater and her interquartile range is greater. 4) Valerie's mean test score is greater, but her population standard deviation is smaller. 3
2. The sets below represent test scores for two students in Mrs. Silvio's trigonometry class. Michelle: {71, 68, 84, 88} Valerie: {78, 82, 76, 80} Which statement correctly describes the relationship between the two students' test scores? 1) Michelle's mean test score is greater and her test scores have a greater interquartile range. 2) Michelle's population standard deviation is greater, but her range is smaller. 3) Valerie's mean test score is greater and her interquartile range is greater. 4) Valerie's mean test score is greater, but her population standard deviation is smaller. 3
Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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Question

Transcribed Image Text:2. The sets below represent test scores for two students in Mrs. Silvio's trigonometry class.
Michelle: {71, 68, 84, 88}
Valerie: {78, 82, 76, 80}
Which statement correctly describes the relationship between the two students' test scores?
1) Michelle's mean test score is greater and
her test scores have a greater interquartile
range.
2) Michelle's population standard deviation
is greater, but her range is smaller.
3)
Valerie's mean test score is greater and her
interquartile range is greater.
4) Valerie's mean test score is greater, but her
population standard deviation is smaller.
3
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