Table 2:
Comparison of linear and quadratic models using error as the predictor
| Predictor | b | b 95% CI [LL, UL] | beta | beta 95% CI [LL, UL] | Model Fit | Difference between Models | |
|---|---|---|---|---|---|---|---|
| WT | Linear Model | ||||||
| Day Error | −0.21** | [−0.35, −0.06] | −0.46 | [−0.77, −0.14] |
R2 = 0.209** 95% CI[0.02,0.42] |
||
| Quadratic Model | |||||||
| Day Error | −0.53* | [−1.04, −0.01] | −1.15 | [−2.28, −0.02] | R2 = 0.249* | ΔR2 = 0.040 | |
| Day Error2 | 0.06 | [−0.03, 0.16] | 0.72 | [−0.40, 1.85] | 95% CI[0.02,0.44] | 95% CI[−0.07, 0.15] | |
|
| |||||||
| HET | Linear Model | ||||||
| Day Error | −1.34* | [−2.53, −0.15] | −0.37 | [−0.70, −0.04] |
R2 = 0.138* 95% CI[0.00,0.35] |
||
| Quadratic Model | |||||||
| Day Error | −6.32** | [−10.27, −2.37] | −1.75 | [−2.84, −0.65] | R2 = 0.295** | ΔR2 = 0.157* | |
| Day Error2 | 0.98* | [0.23, 1.72] | 1.43 | [0.34, 2.52] | 95% CI[0.04,0.48] | 95% CI[−0.05, 0.36] | |
Note. b represents unstandardized regression weights. beta indicates the standardized regression weights. LL and UL indicate the lower and upper limits of a confidence interval, respectively.
indicates p < 0.05.
indicates p < 0.01.