2. For each of the following datasets, identify any regression outliers and any influential observations. Remember that regression outliers are data points that appear to deviate from the trend of the data. Influential observations are data points whose removal would have a significant effect on the regression model. Influential observations often also have high leverage, meaning they tend to appear far in the horizontal direction from the other data values. a. x (independent) 8 y (dependent) 9. 1 4.2 5.5 7.7 19 44 -11 -13 4.9 -1.6 -4 -26 -30 -81 C18 SA18-1921 C17 204 40 b. x (independent) 12.2 16.9 21.7 22.5 25.4 30 55 62 y (dependent) 5 8 13.8 14 15.2 C14120s 0200 C15 6.

MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
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Sens
2. For each of the following datasets, identify any regression outliers and any
influential observations. Remember that regression outliers are data points that
appear to deviate from the trend of the data. Influentiaí observations are data
points whose removal would have a significant effect on the regression model.
Influential observations often also have high leverage, meaning they tend to
appear far in the horizontal direction from the other data values.
a.
x (independent)
9
1
4.2
5.5
7.7
19
44
y (dependent)
-11
-13
4.9
-1.6
-4
-26
-30
-81
C18 SA18 - 1 921 C17
40
b.
x (independent) 12.2
y (dependent)
16.9
21.7
22.5
25.4
30
55
62
6.
7.
13.8
14
15.2
OFocus
Transcribed Image Text:Normal No Spacing Heading 1 Editing Dictate Styles Voice Sens 2. For each of the following datasets, identify any regression outliers and any influential observations. Remember that regression outliers are data points that appear to deviate from the trend of the data. Influentiaí observations are data points whose removal would have a significant effect on the regression model. Influential observations often also have high leverage, meaning they tend to appear far in the horizontal direction from the other data values. a. x (independent) 9 1 4.2 5.5 7.7 19 44 y (dependent) -11 -13 4.9 -1.6 -4 -26 -30 -81 C18 SA18 - 1 921 C17 40 b. x (independent) 12.2 y (dependent) 16.9 21.7 22.5 25.4 30 55 62 6. 7. 13.8 14 15.2 OFocus
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