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Table 8 Multiple regression analysis results – linear 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)

 

Mean estimate (95 % CI)

P value

Mean estimate (95 % CI)

P value

GPA Eight Courses

 NCEA Rank Score (per 20 point increase)

0.26 (0.18, 0.34)

<0.0001

0.40 (0.30, 0.50)

<0.0001

 Followed MAPAS advice

  No

0.00

 

0.00

 

  Yes

1.17 (0.57, 1.78)

0.0002

1.09 (0.45, 1.73)

0.0009

 Any 2 sciences

  No

0.00

 

0.00

 

  Yes

0.65 (0.15, 1.15)

0.0116

0.39 (−0.29, 1.08)

0.2603

 MAPAS Maths test (per 10 % increase)

0.14 (0.02, 0.26)

0.0186

0.08 (−0.07, 0.22)

0.2885

GPA Core 4 Courses

 NCEA Rank Score (per 20 point increase)

-

-

0.38 (0.26, 0.50)

<0.0001

 Followed MAPAS advice

-

-

  

  No

  

0.00

 

  Yes

-

-

1.14 (0.60, 2.04)

0.0004

 Any 2 sciences

-

-

  

  No

  

0.00

 

  Yes

-

-

0.64 (−0.13, 1.41)

0.1027

 MAPAS Maths test (per 10 % increase)

-

-

0.15 (−0.02, 0.31)

0.0765

  1. a Adjusted for MAPAS interview year, gender, ancestry and school decile. For GPA (a continuous outcome variable), its mean change associated with the change in a linear predictor was estimated with 95 % confidence interval. For a continuous predictor variable, this gave the difference in means with either 20 point (NCEA Rank Score) or 10 % (MAPAS Maths percentage mark) increase in the predictor. For a categorical predictor, this gave the difference in means between the current and reference categories (i.e. yes vs. no). The null hypothesis was that there was no change in the mean response (i.e. Δ = 0)