When is rejected in single-factor ANOVA, the investigator will usually want to know how much of the population means are different from one another. A method for carrying out this further analysis is called a __________.
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Q2: In one-factor ANOVA, both mean square
Q3: Let F =MSTr/MSE be the test
Q4: In one-factor ANOVA, _ denoted by
Q5: In a single-factor ANOVA problem involving 5
Q6: Single-factor ANOVA focuses on a comparison of
Q7: Define a parameter
Q8: An experiment is conducted to study the
Q9: In single-factor ANOVA, SST - SSTr =
Q10: In a one-way ANOVA problem involving
Q11: In the "model equation"
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