Scientists want to investigate a possible relationship between the number of hours of sunlight in a certain location in the world and the level of depression amongst people living in that location. Five different worldwide locations were selected and the results presented in the table below. Location A B C D E Hours of Sunlight 8 4 10 6 7 5.1. Draw a scatter diagram depicting the data. 5.2. Calculate the Pearson's correlation coefficient. 5.3. Determine the linear regression equation. Level of depression (%) 20 50 10 45 15

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
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Chapter4: Equations Of Linear Functions
Section4.5: Correlation And Causation
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Scientists want to investigate a possible relationship between the number of hours of
sunlight in a certain location in the world and the level of depression amongst people living
in that location. Five different worldwide locations were selected and the results presented
in the table below.
Location
A
B
C
D
30
E
Hours of Sunlight
8
4
10
6
7
5.1. Draw a scatter diagram depicting the data.
5.2. Calculate the Pearson's correlation coefficient.
5.3. Determine the linear regression equation.
Level of depression (%)
20
50
10
45
15
Transcribed Image Text:Scientists want to investigate a possible relationship between the number of hours of sunlight in a certain location in the world and the level of depression amongst people living in that location. Five different worldwide locations were selected and the results presented in the table below. Location A B C D 30 E Hours of Sunlight 8 4 10 6 7 5.1. Draw a scatter diagram depicting the data. 5.2. Calculate the Pearson's correlation coefficient. 5.3. Determine the linear regression equation. Level of depression (%) 20 50 10 45 15
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