Your assignment this week is to complete an exercise using the One-Way Analysis of Variance (ANOVA) 4. Draw a conclusion from the analysis. - 10 points 5. Relate the result of the analysis to the research hypothesis. - 5 points Alcorn State University hired an educational statistician to determine the job satisfaction of its' instructors who had been employed for varying lengths of time. Length of employment is classified as follows: (1) 0 to 2 years, (2) 3 to 5 years, (3) 6 to 10 years, and (4) more than 10 years. The data in Table 1 below are job satisfaction scores for the instructors. Determine whether job satisfaction varies due to length of employment, using a = .95- Table 1: Length of Employment 1 (0 to 2 yos) 2 (3 to 5 yrs) 3 (6 to 10 yrs) 4 (> 10 yxs) 71 77 83 76 74 74 77 69 75 81 80 64 68 75 76 76 74 70 86 73 72 74 79 72 76 81 86 68 73 76 82 71 1. State the null and alternative hypotheses (H. and H.). - 10 points 2. What is the sample size (N), mean (8), and standard deviation (S) for each group? - 15 points 3. Make a decision about the null hypothesis. - 60 points Calculate the degrees of freedom (df) and set alpha (a). Identify the critical value (CV) and state the decision rule. Calculate the F-ratio (F) and create an ANOVA summary table. Make a decision whether to reject the null hypothesis Determine the level of significance. Calculate a measure of effect size (R:)