Question: The data consists of health records of 30 employees who were regular members of a

company's health club. The variables are described as: Y: Time in a one-mile run (in seconds); X1:

Weight (in pounds); X2: Resting pulse rate per minute; X3: Arm and leg strength (no. of pounds a

subject was able to lift): X4:Time in a \(1 / 4\) -mile run (in seconds).

1. Following is the ANOVA source table for the 'full model', which uses all four regressors \(\mathrm{X} 1\),
   X2, X3. X4. Fill in the eight missing entries, state the hypothesis, test statistic, df(s), approximate
   p-value and your conclusion.
   
2. Provide the R-square and interpret.
3. Fill in the six missing entries (entry \(\mathrm{A} \sim \mathrm{F})\). (You can use the information from the ANOVA table above.)
   
   
   
4. Based on the all possible regression outputs below, provide a reasonable model and explain briefly.
   
5. Provide the test statistic and associate d.f. for testing \(\beta_{2}=\beta_{3}=0\) for the full model
6. Provide the test statistic and associate d.f. for testing \(3 \beta_{1}=\beta_{4}\) for the full model

Price: $2.99

Solution: The downloadable solution consists of 5 pages
Deliverable: Word Document