Table 4.
Fit indices | Midmorning and Afternoon Linear Growth Models |
---|---|
χ2/df | 90.59/64 (= 1.42) |
CFI | .800 |
RMSEA | .050 |
Parameter Estimates | Estimate (SE) | Z | p-value | 95% CI
|
|
---|---|---|---|---|---|
Lower | Upper | ||||
Midmorning Growth Model
|
|||||
Intercept, Iam | −.756 (.024) | −28.18 | <.001 | −.795 | −.716 |
Slope, Sam | −.006 (.003) | −1.90 | .057 | −.012 | −.001 |
Afternoon Growth Model
|
|||||
Intercept, Ipm | −.685 (.024) | −28.18 | <.001 | −.725 | −.645 |
Slope, Spm | −.001 (.003) | −.25 | .800 | −.006 | .005 |
Variances
|
|||||
Intercept, Iam | .034 (.011) | 3.11 | .002 | .016 | .052 |
Slope, Sam | .000 (.000) | 1.97 | .049 | .000 | .001 |
Intercept, Ipm | .035 (.012) | 2.90 | .004 | .015 | .055 |
Slope, Spm | .000 (.000) | .98 | .325 | .000 | .001 |
Note. Iam = Intercept of linear growth model of midmorning cortisol at childcare (i.e., average across time points); Sam = Slope of linear growth model of midmorning cortisol at childcare; Ipm = Intercept of linear growth model of afternoon cortisol at childcare (i.e., average across time points); Spm = Slope of linear growth model of afternoon cortisol at childcare.