Thirty rats are randomly assigned to three groups (10 rats per group) and all learned the same maze. The number of trials required for one errorless performance was the dependent variable. In the goal box they are given a glucose solution as a reward. One group was allowed 10 licks of the solution; one was allowed 5 licks; and one, 2 licks. Summary data for the three groups are presented below. $\begin{array} { l c c c } & \text { 10 Licks } & 5 \text { Licks } & \text { 2 Licks } \\\Sigma \mathrm { X }& 60 & 80 & 100 \\\Sigma \mathrm { X } ^ { 2 } & 380 & 875 & 1200 \\N & 10 & 10 & 10\end{array}$
a. Perform an analysis of variance to test the hypothesis that µ₁₀ = µ₅ = µ₂. Present your results in a summary table.
b. Calculate f, the effect size index.
c. Interpret your findings.

Question

Thirty rats are randomly assigned to three groups (10 rats per group) and all learned the same maze. The number of trials required for one errorless performance was the dependent variable. In the goal box they are given a glucose solution as a reward. One group was allowed 10 licks of the solution; one was allowed 5 licks; and one, 2 licks. Summary data for the three groups are presented below.

\begin{array} { l c c c } & \text { 10 Licks } & 5 \text { Licks } & \text { 2 Licks } \\\Sigma \mathrm { X }& 60 & 80 & 100 \\\Sigma \mathrm { X } ^ { 2 } & 380 & 875 & 1200 \\N & 10 & 10 & 10\end{array}

a. Perform an analysis of variance to test the hypothesis that µ₁₀ = µ₅ = µ₂. Present your results in a summary table.
b. Calculate f, the effect size index.
c. Interpret your findings.

Quizplus · Accepted Answer

The Answer of Thirty rats are randomly assigned to three groups (10 rats per group) and all learned the same maze. The number of trials required for one errorless performance was the dependent variable. In the goal box they are given a glucose solution as a reward. One group was allowed 10 licks of the solution; one was allowed 5 licks; and one, 2 licks. Summary data for the three groups are presented below. $$\begin{array} { l c c c } & \text { 10 Licks } & 5 \text { Licks } & \text { 2 Licks } \ \Sigma \mathrm { X }& 60 & 80 & 100 \ \Sigma \mathrm { X } ^ { 2 } & 380 & 875 & 1200 \ N & 10 & 10 & 10 \end{array}$$ a. Perform an analysis of variance to test the hypothesis that µ₁₀ = µ₅ = µ₂. Present your results in a summary table. b. Calculate f, the effect size index. c. Interpret your findings.

Thirty Rats Are Randomly Assigned to Three Groups (10 Rats