Number of 15 10 8 18 6. Students Average Grades 85 90 82 80 84 92 (%) 1. Calculate the linear correlation coefficient (Round all answers to TWO decimal places) 2. Calculate the coefficient of determination (Round all answers to TWO decimal places) 3.The linear regression equation is y = (Round all answers to TWO decimal places) 4. Using your regression equation, what would you expect the average grade (%) to be in a class with 30 students? % (Round all answers to TWO decimal places) 20

MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
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college.instructure.com/courses/20058
revealed the following data.
Number
of
15
10
8.
18
6.
Students
Average
Grades
85
90
82
80
84
92
(%)
1. Calculate the linear correlation coefficient
(Round
all answers to TWO decimal places)
2. Calculate the coefficient of determination
(Round
all answers to TWO decimal places)
3.The linear regression equation is
y =
(Round all answers to
TWO decimal places)
4. Using your regression equation, what would you expect the average
grade (%) to be in a class with 30 students?
% (Round
all answers to TWO decimal places)
ASUS VivoBook
20
Transcribed Image Text:college.instructure.com/courses/20058 revealed the following data. Number of 15 10 8. 18 6. Students Average Grades 85 90 82 80 84 92 (%) 1. Calculate the linear correlation coefficient (Round all answers to TWO decimal places) 2. Calculate the coefficient of determination (Round all answers to TWO decimal places) 3.The linear regression equation is y = (Round all answers to TWO decimal places) 4. Using your regression equation, what would you expect the average grade (%) to be in a class with 30 students? % (Round all answers to TWO decimal places) ASUS VivoBook 20
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