Check Yourself! Solve the given problem: 1. In an attempt to assess the effect of the length of time spent in using social media to the academic performance of the student, a survey was conducted to ten randomly selected students to determine the number of minutes per week using social media and their scores in a department examination in mathematic which consists of a 50-item test. The data are as follows: Minutes spent using social media per week (x) Score in the department exam (y) 30 45 45 48 60 42 120 40 180 38 200 43 240 20 300 29 320 35 400 15 a. Compute for the correlation coefficient r. b. Compute for the value of m and b. c. Form the regression equation

MATLAB: An Introduction with Applications
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Chapter1: Starting With Matlab
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Check Yourself!
Solve the given problem:
1. In an attempt to assess the effect of the length of time spent in using social media to the academic
performance of the student, a survey was conducted to ten randomly selected students to
determine the number of minutes per week using social media and their scores in a department
examination in mathematic which consists of a 50-item test. The data are as follows:
Minutes spent using social media per week (x)
Score in the department exam (y)
30
45
45
48
60
120
180
200
240
300
320
400
a. Compute for the correlation coefficient r.
b. Compute for the value of m and b.
c. Form the regression equation
42
40
38
43
20
29
35
15
Transcribed Image Text:Check Yourself! Solve the given problem: 1. In an attempt to assess the effect of the length of time spent in using social media to the academic performance of the student, a survey was conducted to ten randomly selected students to determine the number of minutes per week using social media and their scores in a department examination in mathematic which consists of a 50-item test. The data are as follows: Minutes spent using social media per week (x) Score in the department exam (y) 30 45 45 48 60 120 180 200 240 300 320 400 a. Compute for the correlation coefficient r. b. Compute for the value of m and b. c. Form the regression equation 42 40 38 43 20 29 35 15
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