For each data set specifically identify all outliers, if any. (Explain fully and show the calculations on how any outliers from these data can be determined. Hint: Use the IQR) 3) Should any of the outliers be deleted? If so: 1. Explain fully; 2. Delete them and redraw the boxplots and revised 5-Number Summary. You have the option to create these new boxplots by pencil and paper, or by Microsoft Excel spreadsheet (submit with assignment, properly labeled), or by a graphing calculator (take pictures and submit with assignment, properly label

MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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Questions:

2) For each data set specifically identify all outliers, if any. (Explain fully and show the calculations on how any outliers from these data can be determined. Hint: Use the IQR)

3) Should any of the outliers be deleted? If so: 1. Explain fully; 2. Delete them and redraw the boxplots and revised 5-Number Summary. You have the option to create these new boxplots by pencil and paper, or by Microsoft Excel spreadsheet (submit with assignment, properly labeled), or by a graphing calculator (take pictures and submit with assignment, properly labeled). 

New
9.00
9.22
9.49
9.27
9.16
8.82
9.20
9.82
9.60
9.11
8.98
9.15
9.15
9.06
9.31
8.89
9.25
9.24
9.67
9.37
9.39
8.79
9.04
9.20
9.05
9.52
9.43
9.20
9.46
9.37
9.40
8.93
9.01
9.13
9.27
9.45
Recycled
9.18
9.45
9.39
7.73*
9.20
8.99
8.79
9.28
9.33
9.28
9.16
9.27
9.17
8.93
9.55
9.36
9.26
9.03
9.16
9.11
8.80
9.24
8.87
9.29
9.26
9.24
9.17
9.51
9.67
7.75*
9.14
9.05
9.52
9.31
9.17
9.74
Transcribed Image Text:New 9.00 9.22 9.49 9.27 9.16 8.82 9.20 9.82 9.60 9.11 8.98 9.15 9.15 9.06 9.31 8.89 9.25 9.24 9.67 9.37 9.39 8.79 9.04 9.20 9.05 9.52 9.43 9.20 9.46 9.37 9.40 8.93 9.01 9.13 9.27 9.45 Recycled 9.18 9.45 9.39 7.73* 9.20 8.99 8.79 9.28 9.33 9.28 9.16 9.27 9.17 8.93 9.55 9.36 9.26 9.03 9.16 9.11 8.80 9.24 8.87 9.29 9.26 9.24 9.17 9.51 9.67 7.75* 9.14 9.05 9.52 9.31 9.17 9.74
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