To test the null hypothesis H0: μ1 = μ2 = μ3 using samples from normal populations with unknown but equal variances, we:
A) cannot safely use ANOVA.
B) can safely employ ANOVA.
C) would prefer three separate t-tests.
D) would need three-factor ANOVA.
Correct Answer:
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Q30: In an ANOVA, when would the F-test
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Q32: Tukey's test for five groups would require
Q33: Tukey's test pools all the sample variances.
Q34: Degrees of freedom for the between-group variation
Q36: Which is the Excel function to find
Q37: Degrees of freedom for the between-group variation
Q38: Variation "within" the ANOVA treatments represents:
A)random variation.
B)differences
Q39: Analysis of variance is a technique used
Q40: ANOVA is used to compare:
A)proportions of several
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