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LaMont et al. tested for obstructive coronary artery disease (OCAD) among 113 me

ID: 3204081 • Letter: L

Question

LaMont et al. tested for obstructive coronary artery disease (OCAD) among 113 men
and 35 women who complained of chest pain or possible equivalent to their primary care
physician. Following Table shows the cross-classification of OCAD with gender. We wish to
use logistic regression analysis to determine how much greater the odds are of finding
OCAD among men than among women.                              

Table: Cases of Obstructive Coronary Artery Disease (OCAD) classified by sex

Disease

Males

Females

Total

OCAD present

92

15

107

OCAD not present

21

20

41

Total

113

35

148

Note: Use SPSS software to answer the question and give the interpretation

Disease

Males

Females

Total

OCAD present

92

15

107

OCAD not present

21

20

41

Total

113

35

148

Explanation / Answer

OCAD * Sex Crosstabulation

Sex

Total

male

female

OCAD

present

Count

92

15

107

% within OCAD

86.0%

14.0%

100.0%

% within Sex

81.4%

42.9%

72.3%

absent

Count

21

20

41

% within OCAD

51.2%

48.8%

100.0%

% within Sex

18.6%

57.1%

27.7%

Total

Count

113

35

148

% within OCAD

76.4%

23.6%

100.0%

% within Sex

100.0%

100.0%

100.0%

Model Summary

Step

-2 Log likelihood

Cox & Snell R Square

Nagelkerke R Square

1

156.314a

.117

.168

a. Estimation terminated at iteration number 4 because parameter estimates changed by less than .001.

Classification Tablea

Observed

Predicted

OCAD

Percentage Correct

present

absent

Step 1

OCAD

present

92

15

86.0

absent

21

20

48.8

Overall Percentage

75.7

a. The cut value is .500

Variables in the Equation

B

S.E.

Wald

df

Sig.

Exp(B)

95% C.I.for EXP(B)

Lower

Upper

Step 1a

Sex

1.765

.419

17.784

1

.000

5.841

2.572

13.266

Constant

-3.242

.592

29.981

1

.000

.039

a. Variable(s) entered on step 1: Sex.

Male population has 81.4% (92/113) OCAD and female 42.9% (15/35)

The final output suggest that Exp(B) = Odd ratio = 5.84, 95% CI, 2.5 to 13.2

It means that males have 5.8 times higher chance to develop OCAD as compared to females with 95% CI between 2.5 to 13.2

OCAD * Sex Crosstabulation

Sex

Total

male

female

OCAD

present

Count

92

15

107

% within OCAD

86.0%

14.0%

100.0%

% within Sex

81.4%

42.9%

72.3%

absent

Count

21

20

41

% within OCAD

51.2%

48.8%

100.0%

% within Sex

18.6%

57.1%

27.7%

Total

Count

113

35

148

% within OCAD

76.4%

23.6%

100.0%

% within Sex

100.0%

100.0%

100.0%