Page 133 - Basic Statistics

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H0 : 1.1 - 1.2 = 0
1.1 - 1.3 = 0

And defining matrix K’  = m ,where

 0 0 0 1 1 -  0   0
K’ =    dan m =  



 0 0 0 1 0 1 -   0 

Table 5.19 Effect of exercise activities on HDL cholesterol.

Groups Weight HDL Cholesterol
(lb) (mg/decaliter)

Control 0 163.5 75.0
0 180.0 72.5
0 178.5 62.0
0 161.5 60.0
0 127.0 53.0
0 161.0 53.0
0 165.0 65.0
0 144.0 63.5

Running 1 141.0 49.0
1 162.0 53.5
1 134.0 30.0
1 121.0 40.5
1 145.0 51.5
1 106.0 57.5
1 134.0 49.0
1 216.5 74.0

Running and 2 136.5 54.5
Weightlifting 2 142.5 79.5
2 145.0 64.0
2 165.0 69.0
2 226.0 50.5
2 122.0 58.0
2 193.0 63.5
2 163.5 76.0
2 154.0 55.5
2 139.0 68.0

~~* CHAPTER 5 THE MULTIPLE LINEAR REGRESSION MODEL *~~