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. 2019 Dec 21;7:85. doi: 10.1186/s40359-019-0350-8

Table 3.

Sociodemographic characteristics of the 446 family caregivers and differences between women and men

Variable Women Men Total Test statistic p-value
Sex 367(82.3%) 79 (17.7%) 446 (100%) χ2 = 185.97 < 0.001
Age Years 31.77 ± 8.67 34.22 ± 8.64 32.21 ± 8.70 t = −2.27 0.024
Number of children 2.34 ± 1.24 2.23 ± 1.22 2.32 ± 1.23 t = 0.70 0.483
Educational level None 14 (3.8%) 1 (1.3%) 15 (3.4%) ZU = -0.67 0.503
Elementary 69 (18.8%) 15 (19%) 84 (18.8%)
Secondary 163(44.4%) 34 (43%) 197 (44.2%)
High school 92 (25.1%) 23 (29.1%) 115 (25.8%)
Graduate 27 (7.4%) 6 (7.6%) 33 (7.4%)
Postgraduate 2 (0.5%) 0 (0%) 2 (0.4%)
Religion Catholic Christian 293 (79.8%) 68 (86.1%) 361 (80.9%) χ2 = 4.17 0.124
Non − Catholic Christian 48 (13.1%) 4 (5.1%) 52 (11.7%)
None 26 (7.1%) 7 (8.9%) 33 (7.4%)
Marital status Married 143 (39%) 36 (45.6%) 179 (40.1%) χ2 = 14.84 0.022
Cohabiting 133 (36.2%) 34 (43%) 167 (37.4%)
Separated 36 (9.8%) 4 (5.1%) 40 (9%)
Single mother 34 (9.3%) 0 (0%) 34 (7.6%)
Divorced 11 (3.0%) 2 (2.5%) 13 (2.9%)
Widowed 6 (1.6%) 0 (0%) 6 (1.3%)
No answer 4 (1.1%) 3 (3.8%) 7 (1.6%)
Occupation Homemaker 291 (79.3%) 1 (1.3%) 292 (65.5%) χ2 = 186.96

< 0.001

< 0.001*

Office employee 34 (9.3%) 26 (32.9%) 60 (13.5%)
Trader 21 (5.7%) 22 (27.8%) 43 (9.6%)
Unemployment 13 (3.5%) 18 (22.8%) 31 (7%)
Worker 4 (1.1%) 11 (13.9%) 15 (3.4%)
Student 4 (1.1%) 1 (1.3%) 5 (1.1%)
Average monthly family income (US dollars) <  135 230(62.7%) 40 (50.6%) 270 (60.5%) ZU = -1.96 < 0.05
[135, 270) 78 (21.3%) 22 (27.8%) 100 (22.4%)
[270, 405) 49 (13.4%) 13 (16.5%) 62 (13.9%)
[405, 540) 4 (1.1%) 3 (3.8%) 7 (1.6%)
[540, 810) 3 (0.8%) 1 (1.3%) 4 (0.9%)
≥ 810 3 (0.8%) 0 (0%) 3 (0.6%)

n (%) = absolute frequency and percentage, M ± SD = arithmetic mean and standard deviation. Test statistic: χ2 = statistic value for Pearson’s Chi-squared test, t = statistic value for Student’s t-test, ZU = z-statistic value for Mann-Whitney’s U-test, and p-value = probability value for a two-tailed test. * The exact probability was used because the requirement that at least 80% of the expected frequencies were greater than or equal to 5 was not met