Skip to main content
. 2019 Jun 5;75(3):589–595. doi: 10.1093/gerona/glz148

Table 1.

Baseline Sample Characteristics by Vision Impairment Status (N = 5,431)*

Characteristic No Self-reported Vision Impairment Self-reported Vision Impairment
Age groups (%)
 65–69 years 31.9 (30.2, 33.7) 25.2 (18.8, 33.0)
 70–74 years 28.1 (26.5, 29.7) 22.5 (17.9, 27.9)
 75–79 years 18.8 (17.9, 19.7) 21.2 (16.5, 26.8)
 80–84 years 12.1 (11.3, 13.0) 11.4 (8.8, 14.6)
 85–89 years 6.2 (5.7, 6.9) 12.0 (9.4, 15.2)
 90 years or over 2.9 (2.5, 3.3) 7.6 (6.0, 9.6)
Sex (%)
 Female 54.5 (52.9, 56.1) 64.8 (59.6, 69.7)
 Male 45.5 (43.9, 47.1) 35.2 (30.3, 40.4)
Race/ethnicity (%)
 White, non-Hispanic 79.5 (77.1, 81.7) 64.1 (57.0, 70.6)
 Black, non-Hispanic 7.7 (6.8, 8.8) 10.5 (8.2, 13.2)
 Hispanic 6.4 (5.1, 8.1) 16.9 (12.7, 22.1)
 Other 6.4 (5.4, 7.5) 8.6 (4.6, 15.5)
Education (%)
 Less than high school 14.5 (13.1, 16.1) 32.2 (27.4, 37.4)
 High school 24.5 (22.4, 26.7) 31.6 (26.6, 36.9)
 Some college, no degree 23.6 (21.9, 25.4) 18.1 (14.5, 22.4)
 College graduate 37.4 (34.5, 40.3) 18.1 (14.0, 23.1)
Family income in 2015 ($) (mean) 73,273 (61,179, 85,366) 40,340 (33,028, 47,653)
Married or living with a partner (%) 59.2 (57.5, 61.0) 44.0 (38.5, 49.6)
Depression symptoms (%) 9.9 (9.0, 11.0) 25.7 (20.4, 31.7)
Chronic disease count (mean) 2.2 (2.2, 2.3) 2.8 (2.6, 3.0)
Dementia status (%)
 No dementia 89.4 (88.5, 90.3) 69.3 (64.1, 73.9)
 Possible dementia 6.3 (5.7, 7.1) 11.9 (9.0, 15.7)
 Probable dementia 4.2 (3.7, 4.9) 18.8 (14.8, 23.6)
Ever had cataract surgery (%) 38.3 (36.5, 40.0) 53.4 (48.0, 58.7)
Mobility limitations (mean) 4.1 (4.1, 4.2) 6.5 (6.1, 6.9)
Self-care limitations (mean) 5.5 (5.4, 5.6) 7.4 (7.0, 7.9)
Household limitations (mean) 6.6 (6.5, 6.7) 10.4 (9.6, 11.1)
Participation restrictions (mean) 0.2 (0.2, 0.3) 0.5 (0.4, 0.6)
Subjective well-being (mean) 17.6 (17.5, 17.7) 15.7 (15.2, 16.2)

Note: All bivariate comparisons were significant at p < .001.

*NHATS 2017 complex survey design features used for generating weighted estimates using Taylor linearization for variance estimation.