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ANOVA Forelesning.pdf

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Foreløpige konklusjoner<br />

Alle tre hemmere har statistisk signifikant effekt<br />

Hemmer 2 og 4 er likeverdige og ser ut til å ha større effekt enn hemmer<br />

3, men er denne forskjellen statistisk signifikant?<br />

Undersøker med en mer konservativ test<br />

Homogeneous Subsets<br />

Tukey HSD<br />

17<br />

Subset for alpha = .05<br />

Hemmer N 2 1<br />

2,00 10 19,6000<br />

4,00 10 20,0000<br />

3,00 10 22,2000 22,2000<br />

1,00 10 25,9000<br />

Sig. ,262 ,055<br />

Means for groups in homogeneous subsets are displayed.<br />

a Uses Harmonic Mean Sample Size = 10,000.<br />

Grupper som opptrer i samme undergruppe (subset) er ikke signifikant<br />

forskellige.<br />

19<br />

Ikke-planlagte sammenlikninger<br />

Multiple Comparisons<br />

Dependent Variable: Utbytte<br />

Tukey HSD<br />

Mean<br />

95% Confidence Interval<br />

Difference<br />

Lower<br />

(I) Hemmer (J) Hemmer (I-J) Std. Error Sig. Upper Bound Bound<br />

1,00 2,00 6,30000(*) 1,39623 ,000 2,5396 10,0604<br />

3,00 3,70000 1,39623 ,055 -,0604 7,4604<br />

4,00 5,90000(*) 1,39623 ,001 2,1396 9,6604<br />

2,00 1,00 -6,30000(*) 1,39623 ,000 -10,0604 -2,5396<br />

3,00 -2,60000 1,39623 ,262 -6,3604 1,1604<br />

4,00 -,40000 1,39623 ,992 -4,1604 3,3604<br />

3,00 1,00 -3,70000 1,39623 ,055 -7,4604 ,0604<br />

2,00 2,60000 1,39623 ,262 -1,1604 6,3604<br />

4,00 2,20000 1,39623 ,405 -1,5604 5,9604<br />

4,00 1,00 -5,90000(*) 1,39623 ,001 -9,6604 -2,1396<br />

2,00 ,40000 1,39623 ,992 -3,3604 4,1604<br />

3,00 -2,20000 1,39623 ,405 -5,9604 1,5604<br />

* The mean difference is significant at the .05 level.<br />

Testing ved hjelp av kontrast<br />

µ 2 + µ 4<br />

H 0 : µ 3 =<br />

2<br />

Contrast Coefficients<br />

Contrast Hemmer<br />

1,00 2,00 3,00 4,00<br />

1 0 ,5 -1 ,5<br />

Contrast Tests<br />

Utbytte Assume equal<br />

variances<br />

Does not assume<br />

equal variances<br />

Contrast<br />

1<br />

1<br />

18<br />

Value of<br />

Contrast Std. Error t df<br />

20<br />

Sig. (2tailed)<br />

-2,4000 1,20917 -1,985 36 0,055<br />

-2,4000 1,28539 -1,867 15,576 0,081

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