b) Rachel received the following scores on the midtermn and final examinations in his introductory psychology course. The mean and the standard deviation for each test are given below. Assume that the normal distribution provides a good model for the frequency distribution. Section Midterm 40 50 8. Final 90 100 12 i. What percentage of students scored better than Rachel on the midterm? The department has decided that all marks from introductory psychology courses should be reported based on a standardized distribution with a mean of 100 and standard deviation of 15. What would be Rachel's final examination scores based on this new distribution? ii.

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
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Chapter10: Statistics
Section10.4: Distributions Of Data
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b) Rachel received the following scores on the midterm and final examinations in his
introductory psychology course. The mean and the standard deviation for each test
are given below. Assume that the normal distribution provides a good model for the
frequency distribution.
Section
8.
40
90
|Midterm
50
Final
100
12
i.
What percentage of students scored better than Rachel on the midterm?
The department has decided that all marks from introductory psychology courses
should be reported based on a standardized distribution with a mean of 100 and
standard deviation of 15. What would be Rachel's final examination scores based on
ii.
this new distribution?
Transcribed Image Text:b) Rachel received the following scores on the midterm and final examinations in his introductory psychology course. The mean and the standard deviation for each test are given below. Assume that the normal distribution provides a good model for the frequency distribution. Section 8. 40 90 |Midterm 50 Final 100 12 i. What percentage of students scored better than Rachel on the midterm? The department has decided that all marks from introductory psychology courses should be reported based on a standardized distribution with a mean of 100 and standard deviation of 15. What would be Rachel's final examination scores based on ii. this new distribution?
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