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. Author manuscript; available in PMC: 2009 Sep 14.
Published in final edited form as: Elem Sch J. 2009 Jan 1;109(3):251–266. doi: 10.1086/592306

Table 1.

Descriptive Statistics for all Study Variables

Variable N Mean SD Correlation with Retention Effect Size Odds-Ratioa,b
Retained (yes – no) 769 21.5 41.1   n/a n/a
Academic competencies:
  Woodcock-Johnson:
    Reading W 752 434.0 26.5 −0.273** −0.52 1.032**
    Math W 752 462.9 13.3 −0.131** −0.28 1.021**
  Teacher-rated achievement 669 4.02 1.42 −0.195** −0.38 1.400**
  Teacher-rated engagement 672 3.53 1.26 −0.145** −0.29 1.460**
  Unit IQ 775 92.8 14.7 −0.107** −0.24 1.091**
Sociodemographic
characteristics:
  % femalec 784 52.6 50.0 0.048 0.12 1.264
  Economic disadvantagec 750 61.3 48.7 0.101** 0.27 1.697**
  Age in months 783 6.57 0.39 −0.150** −0.32 2.959**
Social, emotional and
behavioral characteristics:
  Ego resilience 673 3.51 0.81 −0.123* −0.25 1.383**
  Aggression 426 −0.014 0.85 0.025 0.05 1.073
  Hyperactivity 426 0.002 0.87 0.114** 0.23 1.354**
  Emotional problems 423 −0.013 0.78 0.045 0.09 1.140
  Prosocial behavior 446 −0.048 0.81 −0.070 −0.12 1.236
School context:
  Teacher-rated support 670 3.75 0.77 −0.074* −0.16 1.256*
  Teacher-rated conflict 674 1.87 1.01 0.057 0.14 1.086
    School % economic disadvantage 737 0.57 0.29 0.089* 0.22 1.009*
Home Environment:
  Parent-school:
      Communication 497 2.65 0.67 0.108* 0.24 1.485*
      Involvement 499 2.26 0.53 0.039 0.08 1.189
      Shared responsibility 498 4.37 0.48 −0.074 −0.14 1.264
      Positive perception 499 4.21 0.75 0.113* 0.27 1.475*
      Aspirations 581 7.65 2.01 −0.106* −0.20 1.131*
  Mobilityc 769 16.1 34.9 0.137** 0.39 2.212**
*

p < .05

**

p < .01

a

Odds-ratio equals probability of being retained over probability of being promoted per unit change for the correlated variable.

b

Significance for chi square statistic associated with logistic regression with df = 1.

c

contingency coefficient for binary variables denoted as % for Pearson association estimate of correlation, for logistic regression a binary predictor.