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Table 2 Association between the sociodemographic characteristics and the SF-12 scores

From: Validation of the Arabic version of the “12-item short-form health survey” (SF-12) in a sample of Lebanese adults

 

PCS – SF12

MCS – SF12

Mean

p-value

Mean

p-value

Gender

 Male

50.24 ± 9.04

0.981

44.65 ± 12.57

0.943

 Female

50.30 ± 8.85

45.35 ± 11.66

Marital status

 Single

50.65 ± 8.73

0.151

44.08 ± 12.25

0.047

 Married

49.27 ± 9.44

47.18 ± 11.75

Educational level*

 Illiterate

42.65 ± 4.48

0.001

39.22 ± 13.65

0.223

 Primary

48.44 ± 8.05

43.99 ± 12.05

 Complementary

46.66 ± 10.87

47.56 ± 10.82

 Secondary

48.54 ± 10.19

40.41 ± 15.32

 University

51.83 ± 7.84

45.33 ± 11.66

Employment status

 Employed

51.41 ± 7.74

0.307

44.74 ± 12.04

0.752

 Unemployed

49.49 ± 9.66

45.04 ± 12.31

Monthly salary*

 Low income (<1000$)

49.60 ± 9.49

0.198

44.02 ± 12.66

0.010

 Intermediate income (1000 – 2000 $)

52.14 ± 8.39

43.46 ± 11.51

 High income (>2000 $)

50.74 ± 7.17

49.86 ± 9.80

Physical illness

 Yes

46.03 ± 10.72

<0.001

44.68 ± 12.40

0.907

 No

52.18 ± 7.27

45.07 ± 12.09

Mental illness

 Yes

44.54 ± 10.06

<0.001

39.23 ± 12.49

<0.001

 No

52.99 ± 6.87

47.66 ± 11.05

 

Correlation coefficient

 

Correlation coefficient

 

 Age

-0.228

<0.001

0.001

0.993

  1. Bonferroni Post-hoc corrections: -Association between education level and PCS scale: illiterate vs. primary level of education p = 1.000, illiterate vs. complementary level of education p = 1.000, illiterate vs. secondary level of education p = 1.000, illiterate vs. university level of education p = 0.721, primary vs. complementary level of education p = 1.000, primary vs. secondary level of education p = 1.000, primary vs. university level of education p = 1.000, complementary vs. secondary level of education p = 1.000, complementary vs. university level of education p = 0.006 and secondary vs. university level of education p = 0.493. -Association between monthly salary and MCS scale: Low vs. intermediate income p = 1.000, low vs. high income p = 0.016, intermediate vs. high income p = 0.039.