You read a research paper and in the results section find the following reported for an independent samples one-way ANOVA test:
F(4, 40) = 4.56
How many unique, nonindependent post-hoc pairwise comparisons could be conducted if this test was statistically significant?
Here we have given : for an independent samples one way ANOVA test :
F(4,40) = 4.56
That is here degree of freedom for between group is 4 hence there is five independent samples . and error df is 40
Q . How many unique, nonindependent post-hoc pairwise comparisons could be conducted if this test was statistically significant?
we can do 10 unique , non independent post hoc pairwise comparison if the test is statistically significant .
1) test for (x1 - x2)
2) test for (x1 - x3)
3) test for (x1 - x4)
4) test for (x1 - x5)
5) test for (x2 - x3)
6) test for (x2 - x4)
7) test for (x2 - x5)
8) test for (x3 - x4)
9) test for (x3 - x5)
10) test for (x4 - x5)
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