CRIM 320 Lecture Notes - Lecture 8: Null Hypothesis, Statistical Hypothesis Testing, Dependent And Independent Variables

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Anova best thought of as an extension of t tests. Like t tests, anova starts by comparing differences in means between groups. Comparing group means of an outcome variable of interest to determine these means are significantly different from each other. Comparing group means when we have more than 2 independent groups. Categories on a variable, 3 or more groups. Spread of the data around the mean of each group. Each group will have their own mean score on the outcome. How much our group means vary from each other the logic of anova. Based on these two estimates of variability, draw conclusions about the population means what is the purpose of different categories? within-group variability - spread around the mean. Group 1 is the most spread out around the mean (most difference) Group 2 is small distribution, more clustered around the mean between-group variability - each group will have a mean score.

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