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Table 9 Multiple regression analysis results – logistic regressiona

From: Quantitative analysis of a Māori and Pacific admission process on first-year health study

Multivariate analysis results

First year tertiary students

First year bachelor students

2009 – 2012 (n = 368)

2009 – 2012 (n = 242)

 

Odds ratio (95 % CI)

P value

Odds ratio (95 % CI)

P value

Passes All Eight Courses

 NCEA Rank Score (per 20 point increase)

1.10 (0.98, 1.27)

0.112

1.46 (1.24, 1.74)

<0.0001

 Followed MAPAS advice

  No

1.00

 

1.00

 

  Yes

5.40 (2.36, 12.39)

<0.0001

3.34 (1.45, 7.69)

0.005

 Any 2 sciences

  No

1.00

 

1.00

 

  Yes

2.30 (1.15, 4.61)

0.019

1.36 (0.55, 3.33)

0.504

 MAPAS Maths test (per 10 % increase)

1.13 (0.95, 1.33)

0.179

1.08 (0.90, 1.32)

0.392

Passes All Core 4 Courses

 NCEA Rank Score (per 20 point increase)

1.48 (1.24, 1.74)

<0.0001

 Followed MAPAS advice

  

  No

  

1.00

 

  Yes

3.27 (1.39, 7.69)

0.0067

 Any 2 sciences

  

  No

  

1.00

 

  Yes

1.95 (0.78, 4.84)

0.1513

 MAPAS Maths test (per 10 % increase)

1.10 (0.91, 1.34)

0.3156

  1. aAdjusted for MAPAS interview year, gender, ancestry and school decile. For Passes All Courses (a binary outcome variable), the odds ratio (OR) associated with the change in a linear predictor was estimated with 95 % confidence interval. For a continuous predictor, this indicated the difference in ratio of two odds with either 20 point (NCEA Rank Score) or 10 % (MAPAS Maths test) increase in the predictor, relative to the odds with no increase. For a categorical predictor, this indicated the difference in odds between the current and reference categories (e.g. the odds of Passes All Courses with exposure to Any 2 Sciences, relative to the odds of not having exposure to Any 2 Sciences). The null hypothesis was that there was no change in the odds (i.e. OR = 1)