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Table 3 The effect of web-based teleradiology intervention on patient waiting time and satisfaction based on rank-biserial correlation effect size, Northwest Ethiopia (N = 836)

From: Effect of teleradiology on patient waiting time and service satisfaction in public hospitals, Northwest Ethiopia: a quasi-experimental study

Variables

Category

Median (IQR)

Mean Rank

Rank-biserial correlation

Effect size (95% CI)

Exposure to web-based teleradiologya

No (pre-intervention)

43.50 (22.88, 71.63)

593.52

1

Yes (post-intervention)

4.62 (2.52, 10.53)

244.32

0.84 (0.81, 0.86)*

Exposure to web-based teleradiologyb

No (Pre-intervention)

96 (89, 103)

593.52

1

Yes (post-intervention)

113 (105, 124)

244.32

−0.65 (−0.69, −0.60)*

  1. - The rank-biserial correlation can be computed as follows:
  2. - \(\:Effect\:size\:\left(rB\right)=\frac{2\left(M1-M2\right)}{n1+n2},\) where M1= mean rank of the pre-intervention group; M2= mean rank of the post-intervention group; n1=417: sample size for pre-intervention group; and n2=419: sample size for the post-intervention group
  3. - The Rank-biserial correction (rB) value is an effect size where < 0.1 is trivial, 0.1–0.3 is a small effect, 0.3–0.5 is a moderate effect and > 0.5 a large effect [47]
  4. - Positive sign of effect size mean that the mean rank of the pre-intervention group tends to be larger than the post-intervention group
  5. - The negative sign indicates the mean rank of the pre-intervention group is smaller than the post-intervention group
  6. *Represents for p-value < 0.01; 1- represents the comparison group
  7. arepresents for patient waiting time
  8. brepresents for patient service satisfaction