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The article "The Undrained Strength of Some Thawed Permafrost Soils" (Canadian Geotechnical Journal, 1979, pp. 420-427) contained the following data on undrained shear strength of sandy soil (Y, in kPa), depth (X1, in meters) and water content (X2, in percent). State and test the hypothesis for significance of regression β1, β2, β11, β22, β12 at α= 0.05 by estimating a multiple linear regression model. Perform backward step-wise regression. Fit the full model. If any predictor variable is not statistically significant, remove it from the model in order of highest to lowest p-value > 0.05 = α and create a new model.
Remove each non-significant variable one at a time following hierarchical order and create a new model after removing each non-significant variable. In your submission, report each regression model and the final regression model with only statistically significant predictors, its R-squared and Adjusted R-squared, and in the final model plot and analyze the residuals from the experiment and comment on model adequacy.
TestSeq
X1
X2
X1Sq
X2Sq
X1X2
Y
1
6.9
37.5
47.61
1406.25
258.75
14.7
2
6
36.3
36.00
1317.69
217.80
16
3
15.8
25.9
249.64
670.81
409.22
45.4
4
14.4
28.8
207.36
829.44
414.72
38.8
5
6.5
36.9
42.25
1361.61
239.85
16.9
5.1
39.1
26.01
1528.81
199.41
10
7
9.9
33.3
98.01
1108.89
329.67
24.9
8
37.2
1383.84
256.68
9
7.3
33.9
53.29
1149.21
247.47
20.7
16.6
26.3
275.56
691.69
436.58
48
11
3.9
40.6
15.21
1648.36
158.34
12
33.1
121.00
1095.61
364.10
27
13
250.47
16.8
14
36.4
25.00
1324.96
182.00
12.8
Test at the 1% significance level whether currently all adult men spend less than 11 hours per week watching sports on tv. Calculate the p-value for this problem and conduct the test using the p-value method.
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