Control | Drug A | Drug B |
70.73 | 69.11 | 68.83 |
70.78 | 69.24 | 68.88 |
70.93 | 69.80 | 69.11 |
70.96 | 69.83 | 69.20 |
71.08 | 69.84 | 69.29 |
71.09 | 69.95 | 69.33 |
71.25 | 70.87 | 69.42 |
71.36 | 70.98 | 69.56 |
Imagine you are testing for the effects of two experimental drugs relative to a control group on a physiological variable.
a) Conduct an ANOVA on the data set. Show all calculations, table of results, and state your conclusion.
b) Use the Bonferroni-Holm (regardless of whether part "a" is significant or not) to examine all pairwise comparisons. Show all your calculations and state your conclusions.
I did it, but I am unsure if I used the correct formulas and such. If you could show the formulas you used and step by steps that would be greatly appreciated!
a)
H0: There is no significance difference among the means of three groups
H1: There is significance difference among the means of three groups
Let the los be alpha = 5%
From the given data
Total | Ti^2/ni | |||||||||
Control | 70.73 | 70.78 | 70.93 | 70.96 | 71.08 | 71.09 | 71.25 | 71.36 | 568.18 | 40353.56 |
Drug A | 69.11 | 69.24 | 69.8 | 69.83 | 69.84 | 69.95 | 70.87 | 70.98 | 559.62 | 39146.82 |
Drug B | 68.83 | 68.88 | 69.11 | 69.2 | 69.29 | 69.33 | 69.42 | 69.56 | 553.62 | 38311.89 |
G= | 1681.42 | 117812.3 |
Here P-value < alpha 0.05, so we reject H0 thus we conclude that there is significance difference among the means of three groups
b)
From the given data
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