I'm having a problem figuring this problem out.

I ran a data through SPSS and the results of an ANOVA gave me the following:

Alechal by Volume [in %) for brand N Mean Sid. Deviation Sid. Error 95% Confidence Interval for Mean Lower Bound Upper Bound VeryGood 11 4.9000 .17889 05384 1.7798 5.0202 Good 4.8000 30828 10377 4.3758 4.8242 Fair 4.5100 .34140 .10796 4.2658 4.7542 Total 35 4.8686 352 95 4.5473 4.7698 L Descriptives Alechol by Volume (in %) for brand Minimum Maximum 5.20 VeryGood 4.70 Good 4.00 5150 Fair 3.80 5.00 3.90 5.50 Total Test of Homogeneity of Variances Alcohol by Volume (in %) for brand Levene Statistic di1 df2 Sig 1.420 2 32 256 ANOVA Alechol by Volume (in %) for brand Sum of Squares Mean Square Sig. Between Groups 453 4.357 021 Within Groups 3.328 104 Total 4.235 34Post Hoc Tests Multiple Comparisons Dependent Variable: Alcohol by Volume (in %) for brand Tukey HSD (I) Rated Quality of Brand (J) Rated Quality of Brand Mean Difference Sid. Error Sig Good 30000 12985 Very Good Fair 39000' .14083 125 Good Yen Good -.30000 12985 Fair .09000 13354 780 .39000 Fair .14093 125 Good -09000 13354 780 Multiple Comparisons Dependent Variable: Aleahal by Volume (in %) for brand Tukey HSD (1) Rated Quality of Brand (J) Rated Quality of Brand 95% Confidence Interval Lower Bound Upper Bound Good VeryGood .0193 6193 Fair 0437 .7363 Good Very Good -.6193 .0193 Fair -.2382 .4182 Fair -.7363 -.0437 Good -.4182 2382 *. The mean difference is significant al the 0.05 level. Homogeneous Subsets Alcohol by Volume (in %) for brand Tukey HSDub Rated Quality of Brand N Subset for alpha = 0.05 1 2 Fair 10 4.5100 Good 4.6000 46000 Very Good 1 9000