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Now, the null hypothesis is H 0 : 2 e1 = 2 e2 = 2 e3 where we are testing the variances and error variance

Now, the null hypothesis is H0: 2e1 = 2e2 = 2e3 where we are testing the variances and error variance across three groups for significant differences at the = .01 using a Levene statistic. The Levene statistic = 2.123, and the Sig. (p) = .092. What is the decision?

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Reject the null hypothesis, p < .01, there is a difference among the variances/error variances so they do not reflect homogeneity of variance

Fail to reject the null hypothesis, p > .01, no differences were found among the variances/error variances so they reflect homogeneity of variance

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