a) Compute the standard deviation for each of the variables. b) Compute the covariance between success and participation. c)Estimate the Pearson correlation coefficient and interpret your finding.

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5. A teacher argues any relationship between student success and the level of class participation
for his current class. To reach a reasonable conclusion, he randomly selected 6 students and
prepared the following schedule that tabulates the overall success grades and participation
ratios of these sample students.
STUDENT
1
2
3
4
6
GRADE
60
75
35
50
90
83
PARTICIPATION RATE (%)
70
80
50
65
95
90
a) Compute the standard deviation for each of the variables.
b) Compute the covariance between success and participation.
c)Estimate the Pearson correlation coefficient and interpret your finding.
Transcribed Image Text:5. A teacher argues any relationship between student success and the level of class participation for his current class. To reach a reasonable conclusion, he randomly selected 6 students and prepared the following schedule that tabulates the overall success grades and participation ratios of these sample students. STUDENT 1 2 3 4 6 GRADE 60 75 35 50 90 83 PARTICIPATION RATE (%) 70 80 50 65 95 90 a) Compute the standard deviation for each of the variables. b) Compute the covariance between success and participation. c)Estimate the Pearson correlation coefficient and interpret your finding.
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