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For each of the following properties, construct a dataset of ten hypothetical exam scores that satisfies the Assume the exam scores are integers property. between 0 and 100, inclusive, repeats allowed. You may use technology to perform the calculations.

For each of the following properties, construct a dataset of ten hypothetical exam scores that satisfies the Assume the exam scores are integers property. between 0 and 100, inclusive, repeats allowed. You may use technology to perform the calculations.

Big Ideas Math A Bridge To Success Algebra 1: Student Edition 2015
Big Ideas Math A Bridge To Success Algebra 1: Student Edition 2015
1st Edition
ISBN:9781680331141
Author:HOUGHTON MIFFLIN HARCOURT
Publisher:HOUGHTON MIFFLIN HARCOURT
Chapter4: Writing Linear Equations
Section: Chapter Questions
Problem 11CT
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more variability? Explain provide an interpretation of this comparison. b. Why do you think the researchers provided this information in the article? What do you think they wanted readers to garner from this information? Activity 9-1. Exercis Withd c. Do you suspect that the empirical rule holds for any of these variables? If not, explain. If so, identify one variable for which empirical rule holds and explain why. Suppose a bank withdrawals tha think the you machines at thr sample 50 with the data in the Exercise 9-22: Hypothetical Exam 1u wor are zeros. The file HypoATN Scores 7-12, 8-22, 8-23, 9-22, 10-22, 27-8 For each of the following properties, construct a dataset of ten hypothetical exam scores that satisfies the property. Assume the exam scores are integers between 0 and 100, inclusive, repeats allowed. You may use technology to perform the calculations. Cash Amount 20 a. Less than half of the exam scores fall within one standard deviation of the mean. 30 40 b. The standard deviation is positive, but the interquartile range equals 0. c. All of the exam scores fall within one standard deviation of the mean. d. The standard deviation is as large as possible. e. The interquartile range is as large as possible, a but the standard deviation is not as large as possible. f. The mean absolute deviation is exactly half as large as the range. 50 60 TH R 70 80 9C 10 11 Exercise 9-23: More Measures 00.1 Consider the following two numerical measures: Midron a. Р.
Transcribed Image Text:more variability? Explain provide an interpretation of this comparison. b. Why do you think the researchers provided this information in the article? What do you think they wanted readers to garner from this information? Activity 9-1. Exercis Withd c. Do you suspect that the empirical rule holds for any of these variables? If not, explain. If so, identify one variable for which empirical rule holds and explain why. Suppose a bank withdrawals tha think the you machines at thr sample 50 with the data in the Exercise 9-22: Hypothetical Exam 1u wor are zeros. The file HypoATN Scores 7-12, 8-22, 8-23, 9-22, 10-22, 27-8 For each of the following properties, construct a dataset of ten hypothetical exam scores that satisfies the property. Assume the exam scores are integers between 0 and 100, inclusive, repeats allowed. You may use technology to perform the calculations. Cash Amount 20 a. Less than half of the exam scores fall within one standard deviation of the mean. 30 40 b. The standard deviation is positive, but the interquartile range equals 0. c. All of the exam scores fall within one standard deviation of the mean. d. The standard deviation is as large as possible. e. The interquartile range is as large as possible, a but the standard deviation is not as large as possible. f. The mean absolute deviation is exactly half as large as the range. 50 60 TH R 70 80 9C 10 11 Exercise 9-23: More Measures 00.1 Consider the following two numerical measures: Midron a. Р.
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