What is the general nature of the sample (i.e. descriptive statistics) in terms of average and typical fluctua­tion around the average for the variables named SERVICE, AGE, VOTES, DISTRICT, and STATE? How do these variables differ in a comparison of check-bouncers and non­-check-bouncers (not considering the number of bad checks at this point)? Are there any statistically significant differences? How does party affiliation enter into the analysis? Is there a statistical difference between the parties in bouncing checks, or in the number of bounced checks?

MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
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     Frank works as a statistician for the Republican party. He has been asked to study the earlier Rubbergate scandal for possible political ammunition. He has collected a random sample of 146 members of the 1992 House of Representatives. The data is listed below. Eight characteristics were collected about each representative. Whether the representative wrote bad checks is indicated by the vari­able named CHECKS. This variable is coded 1 for a bad-check writer and 0 otherwise. PARTY is the variable indicating political affiliation. Democrats are coded with 1, and Republicans are coded 0. There weren't any Independents in this random sample. SER­VICE is the total number of years of service in the House. Service beginning in or af­ter November in a given year is not counted as a year of service in this data set. The representative's age in years is recorded in the variable named AGE. VOTES measures the returns (in percentages) for the most recent election in which that member partici­pated. DISTRICT measures the representative's home district population rounded to the nearest thousand. STATE is like DISTRICT except it is the population of the rep­resentative's home state. If the representative wrote bad checks, Frank also recorded how many he or she wrote. This information is in the variable called BADCHKS.

    Frank wants you to prepare a report that characterizes the data set. In particular, what should he say about the following issues?

  • What is the general nature of the sample (i.e. descriptive statistics) in terms of average and typical fluctua­tion around the average for the variables named SERVICE, AGE, VOTES, DISTRICT, and STATE?
  • How do these variables differ in a comparison of check-bouncers and non­-check-bouncers (not considering the number of bad checks at this point)? Are there any statistically significant differences?
  • How does party affiliation enter into the analysis? Is there a statistical difference between the parties in bouncing checks, or in the number of bounced checks?

 

Make sure your report includes recommendations to the Republican party as to any information that might further their campaign and highlight fiscal irresponsibility by the Democrats.

CKS

PARTY

SERVICE

AGE

VOTES

DISTRICT

STATE

BADCHKS

1

0

6

58

99.6

594

4040

9

1

1

24

69

99.7

574

4040

4

0

1

8

52

92.8

537

4040

0

1

0

4

47

99.5

829

3665

32

0

0

4

48

61.3

747

3665

0

1

1

6

62

60.4

613

2350

1

1

0

0

40

43

651

29760

3

0

1

12

48

54.7

758

29760

0

1

1

16

45

60.5

666

29760

99

1

1

28

75

62.7

692

29760

13

1

1

16

59

58

566

29760

3

1

1

14

52

74.2

653

29760

12

1

0

17

64

54.6

647

29760

3

0

0

18

68

60

638

29760

0

1

1

28

74

70

601

29760

11

0

1

12

56

72.7

600

29760

0

1

1

10

64

67.1

599

29760

1

0

1

8

60

60.7

598

29760

0

0

0

8

63

49.7

980

29760

0

0

0

2

38

67.6

691

29760

0

1

0

8

59

68.1

841

29760

4

1

1

18

50

63.7

453

3294

5

0

0

0

47

54.1

529

3294

0

1

1

9

54

71.4

541

3287

60

1

0

3

45

76.5

519

3287

18

1

1

8

43

65.5

666

666

3

1

1

42

80

72.7

569

12938

4

1

0

2

46

59.2

765

12938

9

0

0

8

60

58.1

769

12938

0

1

0

8

66

100

766

12938

8

0

0

10

51

97.8

544

12938

0

0

0

2

38

60.4

634

12938

0

1

1

10

51

73

557

6478

819

1

1

4

50

75.6

540

6478

125

0

1

8

64

68.7

563

6478

0

0

1

14

57

55.8

777

6478

0

0

1

13

63

66.3

594

1108

0

1

1

8

72

93.8

413

11431

716

0

1

2

59

59.2

533

11431

0

1

1

18

59

79.9

445

11431

18

1

0

11

55

67.7

566

11431

1

0

0

6

61

65.8

611

11431

0

1

1

8

39

86.8

467

11431

9

1

1

8

46

66.2

490

11431

12

0

1

6

41

66

493

5544

0

1

1

2

38

60.7

573

5544

21

1

0

24

63

57.6

562

5544

61

1

1

24

58

66.4

510

5544

1

1

1

4

47

99.2

462

2777

4

0

0

4

42

71.8

449

2777

0

0

0

6

62

60.1

549

2478

0

1

1

16

53

86.9

527

3685

152

0

0

4

59

69.3

563

3685

0

1

1

6

36

50.8

492

3685

514

1

1

14

43

52.5

467

4212

8

0

1

0

37

60.1

637

1228

0

1

0

12

43

51

591

1228

1

0

1

4

47

69.7

541

4782

0

1

1

12

58

65.3

670

4782

6

0

0

32

69

77.5

538

6016

0

0

1

10

50

65.5

545

6016

0

1

1

14

44

99.9

525

6016

92

1

1

18

53

53.4

593

6016

10

1

0

14

58

64.1

536

9295

17

1

0

6

48

75.4

579

9295

20

1

1

17

59

68.6

489

9295

201

1

0

12

58

61.3

521

9295

878

1

1

10

42

63.6

502

9295

547

0

1

8

59

69.7

485

9295

0

1

0

10

38

61.8

480

4375

125

0

1

12

52

72.9

498

4375

0

1

1

16

56

72.9

518

4375

2

0

1

24

70

100

530

2573

0

1

1

22

59

60.9

492

5117

328

1

1

14

59

61.8

615

5117

9

0

0

2

61

52.1

610

5117

0

1

1

12

53

61.1

417

799

66

0

1

2

49

57.9

560

1578

0

1

0

8

69

63.5

609

1202

2

1

1

0

33

54.3

567

7730

1

0

0

10

37

62.9

615

7730

0

1

0

18

59

74.6

520

7730

8

1

1

2

56

81.5

465

7730

6

1

0

6

47

58.1

613

7730

2

0

0

10

63

100

497

7730

0

1

1

16

41

55.8

567

7730

151

1

0

10

48

54.6

513

17991

4

1

1

24

70

72.3

527

17991

133

1

1

8

56

92.9

541

17991

408

1

0

1

32

60

536

17991

5

1

1

14

63

80.4

534

17991

3

1

1

2

53

62.8

517

17991

1

1

1

2

43

64.1

520

17991

15

1

0

10

46

100

545

17991

8

1

0

28

71

63

531

17991

3

0

1

16

51

55

499

17991

0

1

1

25

77

64.8

587

6629

63

1

1

4

50

58.1

699

6629

8

0

1

18

51

65.6

601

6629

0

0

0

4

64

61.8

572

6629

0

0

1

0

39

51.1

509

10847

0

1

0

10

46

61.7

511

10847

6

0

0

0

54

62.1

527

10847

0

0

0

24

73

63.2

527

10847

0

0

1

14

59

56.7

521

10847

0

1

0

18

66

58.9

511

10847

14

1

1

8

43

64.8

517

10847

397

0

0

4

56

56

518

3146

0

1

1

10

40

73.6

553

3146

8

1

1

16

48

63.1

617

2842

83

0

1

4

43

85.8

539

2842

0

1

0

16

61

57.1

581

11882

4

0

1

22

63

57

537

11882

0

1

1

12

44

56.6

578

11882

50

1

1

6

53

100

507

11882

7

0

1

10

54

71.8

453

11882

0

0

0

8

60

100

534

11882

0

1

1

22

64

65.6

469

11882

3

0

0

12

61

59.4

503

11882

0

0

0

4

63

65.5

616

3487

0

1

1

4

51

61.4

577

3487

2

0

1

4

44

67.6

696

696

0

1

1

16

61

53

521

4877

8

1

1

6

41

66.7

607

4877

6

1

1

16

45

58.1

462

4877

388

1

0

8

43

99.6

714

16987

18

0

0

6

41

66.5

705

16987

0

0

1

38

68

57.7

564

16987

0

1

1

2

38

71.3

609

16987

3

1

1

26

63

100

658

16987

284

1

1

1

49

99.6

450

16987

3

1

0

4

43

74.8

670

16987

1

0

1

12

48

100

635

16987

0

1

1

8

53

100

594

16987

18

0

1

0

41

58.3

604

1723

0

1

1

4

60

75

654

6187

1

0

1

3

45

99.4

544

6187

0

1

1

0

45

51.7

747

6187

3

1

0

6

52

52

657

4867

58

0

0

10

57

70.7

562

4867

0

0

1

2

53

72.3

558

4867

0

0

1

8

39

55.5

488

1794

0

1

1

20

52

99.4

533

4892

6

1

1

7

47

69.2

537

4892

1

1

1

22

52

99.5

544

4892

64

0

0

2

54

55.1

454

454

0

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