Table 5. Logistic regression analysis using occurrence of falls as a dependent variable. Patos (PB), 2016.

Variable	Beta	SE beta	OR	95% CI lower limit	95% CI upper limit	P
(Intercept)	-3.677	1.522	0.03	0.00	0.48	0.016
Schooling level: incomplete primary education	-0.081	0.420	0.92	0.40	2.08	0.846
Schooling level: completed primary education	0.300	0.535	1.35	0.47	3.91	0.575
Schooling level: incomplete secondary education	-0.245	1.091	0.78	0.10	8.16	0.822
Schooling level: completed secondary education	-0.427	0.606	0.65	0.20	2.14	0.481
Schooling level: incomplete higher education	14.473	1455.398	Inf	0.00	NA	0.992
Schooling level: completed higher education	-0.157	0.671	0.85	0.23	3.21	0.815
Age	0.031	0.019	1.03	0.99	1.07	0.096
Systemic arterial hypertension (yes)	-0.298	1.043	0.74	0.09	6.07	0.775
Arthrosis (yes)	0.362	0.319	1.44	0.77	2.71	0.256
Vestibular disorder (yes)	0.801	0.400	2.23	1.04	5.03	0.045
Osteoporosis (yes)	0.244	0.297	1.28	0.71	2.29	0.410
Use of medications (yes)	0.570	0.640	1.77	0.51	6.38	0.373
Use of antihypertensives (yes)	0.338	1.051	1.40	0.16	11.27	0.748
Use of analgesics (yes)	-0.054	0.318	0.95	0.51	1.77	0.866
Health status assessment: good	1.261	0.348	3.53	1.80	7.06	< 0.001
Health status assessment: normal	1.696	0.438	5.45	2.35	13.19	< 0.001
Health status assessment: poor	0.634	1.400	1.89	0.13	50.31	0.650
Health status assessment: terrible	15.668	1023.691	Inf	0.00	NA	0.988
Dizziness/vertigo (yes)	0.625	0.318	1.87	1.00	3.51	0.050

SE = standard error; OR = odds ratio; CI = confidence interval.