Table 2.
Female | Male | |||||||
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Ever a restavèk | Never a restavèk | p value | Odds Ratio (95%CI) | Ever a restavèk | Never a restavèk | p value | Odds Ratio (95%CI) | |
Never worked for money or any other payment | 221 (76.8% [71.1–82.5]) | 980 (85.9% [83.4–88.3]) | ref | ref | 82 (39.3% [28.6–50.0]) | 792 (59.3% [55.0–63.5]) | ref | ref |
Ever worked for money or any other payment | 60 (23.2% [17.5–28.9]) | 170 (14.2% [11.7–16.6]) | 0.0017 | 1.83 (1.25–2.67) | 88 (60.7% [50.0–71.4]) | 472 (40.4% [36.2–44.7]) | 0.0007 | 2.26 (1.41–3.63) |
Never attended school | 19 (3.6% [1.6–5.6]) | 41 (2.5% [1.4–3.7]) | 0.0008 | 3.09 (1.56–6.13) | 10a (6.6% [2.0–11.2]) | 21a (1.8% [0.4–3.2]) | 0.0006 | 5.96 (1.91–18.57) |
Completed less than primary school | 179 (67.2% [60.5–73.9]) | 428 (33.7% [28.8–38.5]) | < 0.0001 | 4.36 (3.13–6.09) | 105 (54.3% [43.0–65.5]) | 522 (35.1% [30.8–39.4]) | 0.0004 | 2.49 (1.49–4.16) |
Completed primary school or higher | 83 (29.2% [22.5–35.9]) | 681 (63.8% [58.6–69.0]) | ref | ref | 55 (39.1% [29.2–49.1]) | 722 (63.0% [58.4–67.5]) | ref | ref |
Household did not have enough money for food before age 18 | 191 (71.4% [65.0–77.8]) | 603 (51.3% [46.0–56.5]) | 0.0061 | 2.56 (1.29–5.07) | 128 (77.9% [69.7–86.2]) | 712 (56.2% [51.9–60.4]) | < 0.0001 | 17.52 (3.27–93.72) |
Household had enough money for food only before age 18 | 20a (4.8% [1.6–8.1]) | 75 (5.8% [4.0–7.6]) | 0.4340 | 1.53 (0.52–4.52) | 15 (7.2% [3.7–10.7]) | 102 (8.3% [6.0–10.4]) | 0.0014 | 11.02 (1.90–64.05) |
Household had enough money for food, medical care, school, and clothing before age 18 | 33 (11.9% [6.9–16.8]) | 241 (21.6% [17.5–25.7]) | 0.9848 | 1.01 (0.43–2.36) | 17a (10.4% [4.0–16.8]) | 182 (13.5% [11.2–15.9]) | 0.0031 | 9.70 (1.59–59.06) |
Household had enough money for all of the above and extras before age 18 | 23 (7.4% [3.9–10.9]) | 146 (13.6% [10.3–17.0]) | ref | ref | 2a (0.9% [0.0–2.2]) | 131 (10.8% [7.7–14.0]) | ref | ref |
Data are absolute number (weighted% [95%CI]). Absolute numbers do not perfectly correspond to percentages because percentages are weighted.
The relative standard error was more than 30%, the value of estimate may not be stable.