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The following exercises utilize the path model depicted below as well as the dataset country-c.sav. Specifically, the variables of Indocs (z1), Ingdp (z 2 ),

The following exercises utilize the path model depicted below as well as the dataset country-c.sav. Specifically, the variables of Indocs (z1), Ingdp (z2), deathrat (z3), birthrat (z4), and lifeexpf(5s) will be utilized.

Determine the path decompositions for the model. Be sure to label which are direct (D), indirect (I), unanalyzed (U), and spurious (S).

Identify the regression analyses necessary for testing this initial model.

Create a correlation matrix that includes all model variables. Conduct the regression analyses identified in Question 2. What are the following path coefficients?

r12 =

P31 =

P42 =

P52 =

P53 =

P54 =

4. Applying the path decompositions from Question 1, calculate the reproduced correlations.

5. Which reproduced correlations differ from the empirical correlations by more than .05?

6. Is this model consistent with empirical data? If not, what would you recommend to revise the model?

Answer the following: Why reliability is a necessary but not sufficient condition for validity, reliability as a multiple correlation? You will work on examining the instruments used for reliability. Cronk 6th edition PASW; answer all practice exercises; post your results here:

Pg58: Practice Exercise

The average salary in the United States is $25,000. Determine if the average salary of the participants in Practice Data Set 2 in Appendix B is significantly greater than this value. Note that this is a one-tailed hypothesis.

Practice Data Set 1

You have conducted a study in which you collected data from 23 participants. You asked each subject to indicate his or her sex (SEX), age (AGE), and marital status (MARITAL). You gave each subject a test to measure mathematics skills (SKILL), where the higher scores indicated a higher skill level. The data are presented below. Note that you will have to code the variables SEX and MARITAL and also indicate that they are measured on a nominal scale.

SEX

AGE

MARITAL

SKILL

M

23

Single

34

F

35

Married

40

F

40

Divorced

38

M

19

Single

20

M

28

Married

30

F

35

Divorced

40

F

20

Single

38

F

29

Single

47

M

29

Married

26

M

40

Married

24

F

24

Single

45

M

23

Single

37

F

18

Single

44

M

21

Single

38

M

50

Divorced

32

F

25

Single

29

F

20

Single

38

M

24

Single

19

F

37

Married

29

M

42

Married

42

M

35

Married

59

M

23

Single

45

F

40

Divorced

20

Name

.... TYPE

WIDTH

Decimals Labels

Values

? Missing

Columns Align

Measure

ITIoflvUlw

Role

1 sex

Numeric

8

2

|1 00. Male}

None

B m Right

Jt) Nominal

N Input

2 age

Numeric

8

2

None

None

8 9 Right

/ Scale

\ Input

3 j marital

Numeric

8

2

(1 00, Singl.e.

. None

8 31 Right

> Nominal

\ Input

4skill

Numeric

8

2

None

Nona

8 M Right

f Scale

\ Input

Practice Data Set 2

A survey of employees is conducted. Each employee provides the following information: Salary (SALARY), Years of Service (YOS), Sex (SEX), Job Classification (CLASSIFY), and Education Level (EDUC). Note that you will have to code SEX (Male = 1, Female = 2) and CLASSIFY (Clerical = 1, Technical = 2, Professional = 3), and indicate that they are measured on a nominal scale.

Name

A Jj?>

[Jwidth

"{"Decimals]

Label Values

Missin

g ] Columns

E Align

Measure

T~ Role

1

salary

Numeric

8

2

None

None

8

9 Right

f Scale

S Input

2

yos

Numeric

8

2

None

None

8

m Right

# Scale

\ Input

3

sex

Numeric

8

2

(1 00. Male)

None

8

m Right

Nominal

\ Input

4

classify

Numeric

8

2

{1 00, Cleric

None

8

9 Right

A Nominal

\ Input

5

educ

Numeric

8

2

None

None

8

9 Right

f Scale

\ Input

SALARY

YOS

SEX

CLASSIFY

EDUC

35,000

8

Male

Technical

14

18,000

4

Female

Clerical

10

20,000

1

Male

Professional

16

50,000

20

Female

Professional

16

38,000

6

Male

Professional

20

20,000

6

Female

Clerical

12

75,000

17

Male

Professional

20

40,000

4

Female

Technical

12

30,000

8

Male

Technical

14

22,000

15

Female

Clerical

12

23,000

16

Male

Clerical

12

45,000

2

Female

Professional

16

Practice Data Set 3

Participants who have phobias are given one of three treatments (CONDITION). Their anxiety level (1 to 10) is measured at three intervals?before treatment (ANXPRE), one hour after treatment (ANX1HR), and again four hours after treatment (ANX4HR). Note that you will have to code the variable CONDITION and indicate that they are measured on a nominal scale.

Name

Type

J Width

{ Decimals

Label

j Values

J_ Missing

Columns

Align

Meesure

Role

1

anxpre

Numeric

8

2

None

None

8

m Right

^ Scale

\ Input

2

anxlhr

Numeric

8

2

None

None

8

31 Right

f Scale

\ Input

3

anx4hr

Numeric

8

2

None

Nona

8

31 Right

f Scale

\ Inpul

4

condit

Numeric

8

2

11.00. Place

None

8

9 Right

Nominal

\ Inpul

ANXPRE

ANX1HR

8

7

7

Placebo

10

10

10

Placebo

9

7

8

Placebo

7

6

6

Placebo

7

7

7

Placebo

9

4

5

Valium*

10

6

8

Valium*

9

5

5

Valium*

8

3

5

Valium31

3

4

Valium*

8

5

3

Experimental Drug

6

5

2

Experimental Drug

9

8

4

Experimental Drug

10

9

4

Experimental Drug

7

6

3

Experimental Drug

image text in transcribed The following exercises utilize the path model depicted below as well as the dataset country-c.sav. Specifically, the variables of Indocs (z1), Ingdp (z2), deathrat (z3), birthrat (z4), and lifeexpf(5s) will be utilized. Determine the path decompositions for the model. Be sure to label which are direct (D), indirect (I), unanalyzed (U), and spurious (S). Identify the regression analyses necessary for testing this initial model. Create a correlation matrix that includes all model variables. Conduct the regression analyses identi fied in Question 2. What are the following path coefficients? a. r12 = b. P 31 = c. P 42 = d. P52 = e. P 53 = f. P 54 = 1 4. Applying the path decompositions from Question 1, calculate the reproduced correlations. 5. Which reproduced correlations differ from the empirical correlations by more than .05? 6. Is this model consistent with empirical data? If not, what would you recommend to revise the model ? Answer the following: Why reliability is a necessary but not sufficient condition for validity, reliability as a multiple correlation? You will work on examining the instruments used for reliability. Cronk 6th edition PASW; answer all practice exercises; post your results here: Pg58: Practice Exercise The average salary in the United States is $25,000. Determine if the average salary of the participants in Practice Data Set 2 in Appendix B is significantly greater than this value. Note that this is a one-tailed hypothesis. Practice Data Set 1 You have conducted a study in which you collected data from 23 participants. You asked each subject to indicate his or her sex (SEX), age (AGE), and marital status (MARITAL). You gave each subject a test to measure mathematics skills (SKILL), where the higher scores indicated a higher skill level. The data are presented below. Note that you will have to code the variables SEX and MARITAL and also indicate that they are measured on a nominal scale. SEX M F F M M F F F M M F M F M M AGE 23 35 40 19 28 35 20 29 29 40 24 23 18 21 50 MARITAL Single Married Divorced Single Married Divorced Single Single Married Married Single Single Single Single Divorced SKILL 34 40 38 20 30 40 38 47 26 24 45 37 44 38 32 2 F F M F M M M F Name WIDTH .... TYPE 25 20 24 37 42 35 23 40 Decimals Labels 1 sex Numeric 8 Numeric 8 Numeric 8 2 Numeric 8 2 4skill Missing Columns Align None B m Right Jt) Nominal N Input None 2 3 j marital Values 29 38 19 29 42 59 45 20 |1 00. Male} 2 2 age Single Single Single Married Married Married Single Divorced None 8 9 Right / Scale \\ Input . None 8 31 Right > Nominal \\ Input f Scale \\ Input (1 00, Singl.e. None Nona 8 Measure ITIoflvUlw M Right Role Practice Data Set 2 A survey of employees is conducted. Each employee provides the following infor mation: Salary (SALARY), Years of Service (YOS), Sex (SEX), Job Classification (CLASSIFY), and Education Level (EDUC). Note that you will have to code SEX (Male = 1, Female = 2) and CLASSIFY (Clerical = 1, Technical = 2, Professional = 3), and indicate that they are measured on a nominal scale. Name A Jj?> "{"Decimals] 8 2 None None 8 9 Right f Scale yos Numeric 8 2 None None 8 m Right # Scale 3 sex Numeric 8 2 (1 00. Male) None 8 m Right 4 classify Numeric 8 2 {1 00, Cleric None 8 9 Right A Nominal \\ Input 5 educ Numeric 8 2 None None 8 9 Right f Scale \\ Input salary 2 SALARY 35,000 18,000 20,000 50,000 38,000 20,000 75,000 40,000 30,000 22,000 23,000 45,000 YOS 8 4 1 20 6 6 17 4 8 15 16 2 Label Values Missin g ] Columns SEX Male Female Male Female Male Female Male Female Male Female Male Female CLASSIFY Technical Clerical Professional Professional Professional Clerical Professional Technical Technical Clerical Clerical Professional E Align Measure T~ Role [Jwidth Numeric 1 Nominal S Input \\ Input \\ Input EDUC 14 10 16 16 20 12 20 12 14 12 12 16 Practice Data Set 3 Participants who have phobias are given one of three treatments (CONDITION). Their anxiety level (1 to 10) is measured at three intervalsbefore treatment (ANXPRE), one hour after treatment (ANX1HR), 3 and again four hours after treatment (ANX4HR). Note that you will have to code the variable CONDITION and indicate that they are measured on a nominal scale. J Width { Decimals j Values J_ Missing Columns 1 anxpre Name Numeric 8 2 None None 8 m Right ^ Scale \\ Input 2 anxlhr Numeric 8 2 None None 8 31 Right f Scale \\ Input 3 anx4hr Numeric 8 2 None Nona 8 31 Right f Scale \\ Inpul 4 condit Numeric 8 2 11.00. Place None 8 9 Right ANXPRE 8 10 9 7 7 9 10 9 8

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