For some data sets, the Fstatistic will reject the null hypothesis of no difference in mean yields, but the Tukey-Kramer method will not find any pair of means that can be concluded to differ. Assume that four sample means are X1 89.88, X2 =89.51, X 3 = 86.98, and X4 = 85.79, with a sample size of 5 for each treatment. For what range of values of MSE will the Fstatistic reject the null hypothesis of no difference at the 5% level, while the Tukey-Kramer method does 'not find any pair of means to differ at the 5% level? The range of values is < MSE <

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