1. Given the data below, compute the following: a. Correlation coefficient i. r= ii. Is the relationship (select one) . Strongly correlated . Moderately correlated • Weakly correlated ● No correlation iii. In what direction is the correlation, interpret in the context of the data. b. Calculate the Slope C. Calculate the Intercept
1. Given the data below, compute the following: a. Correlation coefficient i. r= ii. Is the relationship (select one) . Strongly correlated . Moderately correlated • Weakly correlated ● No correlation iii. In what direction is the correlation, interpret in the context of the data. b. Calculate the Slope C. Calculate the Intercept
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
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Problem 1P
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Question

Transcribed Image Text:1.
Given the data below, compute the following:
a.
Correlation coefficient
i. r=
ii. Is the relationship (select one)
.
Strongly correlated
Moderately correlated
• Weakly correlated
• No correlation
iii. In what direction is the correlation, interpret in the context of the data.
Calculate the Slope
C.
Calculate the Intercept
d. Use parts b. and c. to write down the regression equation.
Hours x
Test
Scores
n
Hours
Score
Hours^2
Score ^2
Studying
0
40
2
51
4
64
5
69
73
5
75
6
93
7
90
9
7
95
SUMS
e.
Use the regression equation to predict the test scores (y's) for the given hours of stu
i. X=3 hours
ii. X=6.5 hours
b.
1
2
3
4
5
6
7
8
5
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