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Table 11 Hierarchical linear model for student learning (dependent variable: Delta between pre- and post- test scores, n=989) with significant variables in bold

From: How are primary school computer science curricular reforms contributing to equity? Impact on student learning, perception of the discipline, and gender gaps

 

Estimate

95% ci

Std. error

Degrees of freedom

t-value

p-value

(Intercept)

7.11

[5.08, 9.15]

1.04

922

6.86

p < 0.0001

Pre-test score

− 0.379

\([-0.52, -0.24]\)

0.0722

922

\(-5.25\)

p < 0.0001

Gender (girls)

0.697

\([-1.62, 3.01]\)

1.18

922

0.591

0.555

Grade (4)

1.15

\([-1.97, 4.27]\)

1.55

45

0.741

0.462

NCS

0.122

\([-0.43, 0.68]\)

0.275

45

0.442

0.661

Pre-test score:gender (girls)

\(-0.0221\)

\([-0.20, 0.16]\)

0.0906

922

\(-0.243\)

0.808

Pre-test score:grade (4)

\(-0.0383\)

\([-0.24, 0.16]\)

0.101

922

\(-0.377\)

0.706

Gender (girls):grade (4)

\(-0.880\)

\([-4.52, 2.76]\)

1.86

922

\(-0.474\)

0.636

Pre-test score:NCS

\(-0.00386\)

\([-0.04, 0.04]\)

0.0198

922

\(-0.194\)

0.846

Gender (girls):NCS

\(-0.346\)

\([-0.96, 0.26]\)

0.311

922

\(-1.11\)

0.267

Grade 4:NCS

\(-0.260\)

\([-1.22, 0.70]\)

0.478

45

\(-0.544\)

0.589

Pre-test score:Gender (girls):Grade (4)

0.0308

\([-0.23, 0.29]\)

0.131

922

0.235

0.814

Pre-test score:gender (girls):NCS

0.0224

\([-0.03, 0.07]\)

0.0255

922

0.876

0.381

Pre-test score:grade (4):NCS

0.00979

\([-0.05, 0.07]\)

0.0326

922

0.300

0.764

Gender (girls):grade (4):NCS

0.195

\([-0.91, 1.30]\)

0.562

922

0.347

0.729

Pre-test score:gender (girls):grade (4):NCS

\(-0.0129\)

\([-0.09, 0.07]\)

0.0412

922

\(-0.313\)

0.755

  1. \(R^2=0.285\), \({\text{RMSE}}=2.89\), \({\text{AIC}}=5132\), \({\text{BIC}}=5225\), log-likelihood\(=-2547\). NCS number of CS activities taught. Random effects \(\sigma ^2=8.85\), \(\tau _{class}=0.00\), \(\tau _{school}=1.50\) for 55 classes in 7 schools