Question: Conduct a 1-way ANOVA on the response variable Count1. Large values in Count1 reflect greater efficacy. Assume that all assumptions are met. Assume that the

Conduct a 1-way ANOVA on the response variable Count1. Large values in Count1 reflect greater efficacy. Assume that all assumptions are met. Assume that the researcher was conducting a dose finding study and designed the study expecting Treatment 1 to be the maximum effective dose and Treatment 2 as the minimum effective dose. Additionally, the remaining doses were expected to be ordered incrementally. In other words, the researcher hypothesized that the mean effect corresponding to each of the doses is as follows: T1 T7 T6 T5 T4 T3 T2 What are the null and alternative hypothesis corresponding to the overall ANOVA test? H0: (T1) = (T7) = ... = (T2) and H1: at least one of the means is different H0: there is no statistically significant difference between means and H1: there is a statistically significant difference

E Brand Count1 Count2 37 69 2 1 36 122 3 35 95 4 2 26 118 5 2 19 154 6 9 102 7 3 27 171 8 25 132 9 3 31 182 10 4 33 122 11 4 25 119 12 4 26 13 5 34 204 14 23 225 15 15 28 190 16 6 40 140 17 6 36 130 18 6 37 127 19 26 170 20 33 165 21 32

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