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. 2009 Nov;46(4):671–694. doi: 10.1353/dem.0.0078

Appendix Table A1.

Academic Mediators of the Association Between Adolescent Health and Timely High School Graduation: NLSY97, 1997–2003a

Variable Total Sample, No Mediators (1) Add Educational Participation (2) Add Educational Performance (3) Older Sample, No Mediators (4) Add Educational Expectations (5)
Good/Fair/Poor Health –0.664** (0.10) –0.473** (0.10) –0.204 (0.12) –0.850** (0.16) –0.661** (0.17)
Black –0.292** (0.091) –0.367** (0.097) 0.194 (0.11) –0.456** (0.15) –0.450** (0.16)
Hispanic 0.054 (0.10) 0.014 (0.11) 0.262* (0.19) –0.176 (0.18) –0.166 (0.18)
Black × Health 0.496** (0.15) 0.399** (0.15) 0.212 (0.17) 0.649** (0.25) 0.589* (0.26)
Hispanic × Health 0.187 (0.17) 0.122 (0.18) –0.087 (0.19) 0.417 (0.29) 0.494 (0.31)
Health-Related School Limitations –0.718** (0.12) –0.473** (0.13)
Days Absent in Last Term –0.056** (0.0058) –0.052** (0.0059)
ASVAB Percentile 0.021** (0.0017)
Ever Repeated Grade –1.34** (0.084)
Average Grades in 1997 –0.203** (0.021)
% Chance in School Next Year 0.013** (0.0027)
% Chance High School Diploma 0.022** (0.0044)
Parent: % Chance High School Diploma 0.026** (0.0045)
Constant 1.01** (0.34) 0.932** (0.33) 0.147 (0.37) –1.12 (1.21) –9.04** (1.48)
N 6,579 6,579 6,579 2,434 2,434
Number of Households 5,209 5,209 5,209 2,323 2,323
Log Likelihood –3,239 –3,135 –2,715 –1,200 –1,090
Test of Joint Significance
  Educational participation
    χ2 (2) 131.5
    p > χ2 0.00
  Educational performance
    χ2 (3) 664.3
    p > χ2 0.00
  Educational expectations
    χ2 (3) 122.3
    p > χ2 0.00
a

Standard errors are in parentheses. The reference category for college enrollment is no attendance. College enrollment is conditional on high school completion. All models also include main effects for age, sex, number of children under age 18 in the household, 1997 parental education, 1997 household poverty ratio, and 1997 parental marital status. Models 1–3 include adolescents of all ages, and Models 4–5 include only the older adolescents who answered the educational expectations questions. Probabilities in Models 1–3 come from estimates that are adjusted for individual and family characteristics but not educational participation or performance. Model 2 adjusts for educational participation, Model 3 adjusts for educational performance, and Model 5 adjusts for educational expectations. In all columns, the model is a binary logistic regression model.

p <.10;

*

p <.05;

**

p <.01