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Dependent Variable: Selenium<br />

Tukey HSD<br />

Multiple Comparisons<br />

Mean<br />

95% Confidence Interval<br />

Difference<br />

(I) Meat_type (J) Meat_type (I–J) Std. Error Sig. Lower Bound Upper Bound<br />

VEN SQU 17.370190* 3.872837210 .000 27.44017302 7.30 020793<br />

RRB 3.2075427 3.346936628 .773 11.91010145 5.49501609<br />

NRB 36.170840* 4.479316382 .000 47.81776286 24.52391634<br />

SQU VEN 17.370190* 3.872837210 .000 7.30020793 27.44017302<br />

RRB 14.162648* 3.701593729 .001 4.53792509 23.78737051<br />

NRB 18.800649* 4.750167007 .001 31.15182638 6.44947187<br />

RRB VEN 3.2075427 3.346936628 .773 5.49501609 11.91010145<br />

SQU 14.162648* 3.701593729 .001 23.78737051 4.53792509<br />

NRB 32.963297* 4.332113033 .000 44.22746845 21.69912540<br />

NRB VEN 36.170840* 4.479316382 .000 24.52391634 47.81776286<br />

SQU 18.800649* 4.750167007 .001 6.44947187 31.15182638<br />

RRB 32.963297* 4.332113033 .000 21.69912540 44.22746845<br />

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

FIGURE 8.2.9 SPSS output for Tukey’s HSD using data from Example 8.2.1.<br />

Dependent Variable: Selenium<br />

Bonferroni<br />

Multiple Comparisons<br />

Mean<br />

95% Confidence Interval<br />

Difference<br />

(I) Meat_type (J) Meat_type (I–J) Std. Error Sig. Lower Bound Upper Bound<br />

VEN RRB 3.20754 3.34694 1.000 12.1648 5.7497<br />

SQU 17.37019* 3.87284 .000 27.7349 7.0 055<br />

NRB 36.17084* 4.47932 .000 48.1587 24.1830<br />

RRB VEN 3.20754 3.34694 1.000 5.7497 12.1648<br />

SQU 14.16265* 3.70159 .001 24.0691 4.2562<br />

NRB 32.96330* 4.33211 .000 44.5572 21.3694<br />

SQU VEN 17.37019* 3.87284 .000 7.0055 27.7349<br />

RRB 14.16265* 3.70159 .001 4.2562 24.0691<br />

NRB 18.80065* 4.75017 .001 31.5134 6.0879<br />

NRB VEN 36.17084* 4.47932 .000 24.1830 48.1587<br />

RRB 32.96330* 4.33211 .000 21.3694 44.5572<br />

SQU 18.80065* 4.75017 .001 6.0879 31.5134<br />

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

FIGURE 8.2.10 SPSS output for Bonferroni’s method using data from Example 8.2.1.<br />

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