d. Calculate a 90% Confidence Interval for expected income for a person with 12 years of education, 10 years of experience, and who is age 30.

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Please answer only part d of the answer below.  Parts a-c have been answered in a previous Question.  Thanks!

 

1. Consider the following data set. Cl is years of education, C2 is years of job experience, C3 is age, and C4 is annual salary.

a. Estimate the relationship:

C4 = a + b(Cl)+c(C2)+d(C3)

b. Test the hypothesis that the entire model (C1, C2, and C3 combined) does not explain a significant amount of variation in the dependent variable at the 5% level of significance.

 

c. What fraction of the variation in annual salary is explained by education, experience, and age?

 

d. Calculate a 90% Confidence Interval for expected income for a person with 12 years of education, 10 years of experience, and who is age 30.



Row

Education

Experience

Ag

Salary

1

10

20

45

55139

2

10

5

23

48937

3

10

19

36

57624

4

11

15

50

58170

5

11

16

42

62202

6

11

8

30

51646

7

11

4

21

52563

8

12

10

34

49434

9

12

8

27

55153

10

12

18

38

63882

11

13

6

25

46067

12

13

10

46

60886

13

14

10

38

57190

14

14

2

22

52094

15

15

8

32

60620

16

16

5

49

59843

17

16

4

28

57288

18

17

7

33

67151

19

18

3

27

61313

20

19

3

32

64175

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