1. A total of one hundred and twenty newly hired employees are equally divided by random assignment to one or another of five training conditions that differ in terms of the number of hours of training they receive per day (one, two, three, four, or five). Performance is measured on a 100-point scale for each trainee after three months of training. The means for each condition are shown in the table below.

One Two Three Four Five

Mean 50 60 65 68 70

Given that SStotal is 80,000 complete the one-way ANOVA, and test your results at the .05 level. Show the results.

a. Suppose that you decided to replicate this experiment using n = 36 subjects. What would power be?

b. Use Fishers and Tukeys test to determine which groups are significantly different from each other and what can be concluded from the results? Is Fisher's justified here and why?

2. Calculate the linear contrast to test whether or not 3,4 and 5 hours of training combined differs from 1 and 2 hours of training combined from question 1 above.

3. Calculate the LINEAR TREND contrast to test whether hours of training shows a trend increase using the coefficients in the statistics tables.