Table 4.
Variables | Hypertensive | Diabetics | ||
---|---|---|---|---|
% (n) | p Value for Chi-Square Test | % (n) | p Value for Chi-Square Test | |
Gender | NS | NS | ||
Male | 32.1 (117) | 14.5 (53) | ||
Female | 38.0 (258) | 15.0 (102) | ||
Age | <0.001 | <0.001 | ||
18–20 | 10.6 (5) | 8.5 (4) | ||
21–64 | 34.8 (307) | 13.5 (119) | ||
>64 | 59.6 (59) | 32.3 (32) | ||
Education | <0.001 | <0.001 | ||
Primary school | 48.6 (205) | 21.1 (89) | ||
Secondary school | 30.4 (112) | 11.9 (44) | ||
Tertiary/University | 23.6 (57) | 11.7 (21) | ||
Employment status | <0.001 | 0.013 | ||
Employed | 32.6 (225) | 12.3 (85) | ||
Unemployed | 21.9 (7) | 18.8 (6) | ||
Students | 18.8 (9) | 6.3 (3) | ||
Unpaid domestic work | 47.7 (74) | 19.4 (30) | ||
Retired | 56.4 (57) | 27.7 (28) | ||
Marital status | <0.001 | 0.008 | ||
Single | 23.9 (76) | 8.2 (26) | ||
Married | 37.4 (192) | 16.0 (82) | ||
Divorced | 49.6 (63) | 18.9 (24) | ||
Widowed | 57.3 (43) | 30.7 (23) | ||
Smoking | 22.5 (84) | NS | 16.8 (26) | NS |
Alcohol consumption | 25.3 (95) | NS | 23.2 (36) | NS |
Low consumption of fruit and vegetables | 90.1 (338) | NS | 85.8 (133) | 0.003 |
Low level of physical activity | 71.3 (268) | NS | 71.6 (111) | NS |
Obesity | 53.3 (163) | <0.001 | 52.7 (69) | <0.001 |
Central obesity | 74.3 (223) | <0.001 | 70.8 (92) | 0.001 |
BMI (kg/m2); mean ± SD | 31.02 ± 7.23 | <0.001 ** | 31.23 ± 6.97 | <0.001 ** |
Waist circunference (cm); mean ± SD | 100.98 ± 17.34 | <0.001 ** | 101.15 ± 15.59 | <0.001 ** |
Total cholesterol (mg/dL); mean ± SD | 199.02 ± 43.66 | 0.005 * | 196.63 ± 43.84 | NS * |
LDL-C (mg/dL); mean ± SD | 120.07 ± 35.61 | 0.037 * | 115.12 ± 35.59 | NS * |
HDL-C (mg/dL); mean ± SD | 48.91 ± 10.74 | NS ** | 48.45 ± 10.20 | NS ** |
Triglycerides (mg/dL); mean ± SD | 162.74 ± 112.12 | <0.001 ** | 177.82 ± 137.19 | 0.002 ** |
Blood glucose (mg/dL); mean ± SD | 105.44 ± 41.79 | <0.001 ** | 128.31 ± 64.55 | <0.001 ** |
Total risk factors; mean ± SD | 5.10 ± 1.86 | <0.001 ** | 5.13 ± 1.90 | 0.020 ** |
BMI = Body Mass Index; SD = Standard Deviation; * p value for t test; ** p value for Mann–Whitney U test.