Develop Regression equations for each cost category as dependent variables and average age independent variables. Do this for each Airline. Look at graphs produced by QM

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9. NORTH-SOUTH AIRLINE CASE
Northern Airline Data
Engine Cost
per Aircraft
43.49
Airframe Cost
Average Age
(Hours)
6,512
8,404
11,077
11,717
13,275
15,215
18,390
per Aircraft
51.80
Year
2001
2002
54.92
38.58
2003
69.70
51.48
2004
68.90
58.72
2005
63.72
45.47
2006
84.73
50.26
2007
78.74
79.60
Southeast Airline Data
Engine Cost
per Aircraft
18.86
Airframe Cost
Average Age
(Hours)
5,107
8,145
7,360
5,773
7,150
9,364
8,259
Year
Per Aircraft
2001
13.29
2002
25.15
31.55
2003
32.18
40.43
2004
31.78
22.10
2005
25.34
19.69
2006
32.78
32.58
2007
35.56
38.07
Transcribed Image Text:9. NORTH-SOUTH AIRLINE CASE Northern Airline Data Engine Cost per Aircraft 43.49 Airframe Cost Average Age (Hours) 6,512 8,404 11,077 11,717 13,275 15,215 18,390 per Aircraft 51.80 Year 2001 2002 54.92 38.58 2003 69.70 51.48 2004 68.90 58.72 2005 63.72 45.47 2006 84.73 50.26 2007 78.74 79.60 Southeast Airline Data Engine Cost per Aircraft 18.86 Airframe Cost Average Age (Hours) 5,107 8,145 7,360 5,773 7,150 9,364 8,259 Year Per Aircraft 2001 13.29 2002 25.15 31.55 2003 32.18 40.43 2004 31.78 22.10 2005 25.34 19.69 2006 32.78 32.58 2007 35.56 38.07
1. Develop Regression equations for each cost category as dependent variables and average age
as independent variables. Do this for each Airline. Look at graphs produced by QM
Transcribed Image Text:1. Develop Regression equations for each cost category as dependent variables and average age as independent variables. Do this for each Airline. Look at graphs produced by QM
Expert Solution
Step 1

Given information:

The data represents the northern airline data and southern airline data.

The independent variable is Average age.

The dependent variables are airframe cost and engine cost.

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