Repeated Measures ANOVA and Dependent Samples t-Test: Week 3 Assignment
Week 3 Assignment: Repeated Measures ANOVA and Dependent Samples t-test
My research questions in week one sought to assess the impact of community youth sporting programs on adolescents' well-being, discipline and academic performance. None of the questions used then lends itself effectively to the repeated measures ANOVA or the dependent samples t-test; however, we could adjust RQ4 to make it qualify for the same. Originally, RQ4 read, "Are there any significant differences between the levels of discipline of students who engage in youth sporting activities and those that do not?"
To make it appropriate for the repeated measures ANOVA, we modified it as follows:
"Is there a difference in students' discipline levels before, after a three-month, and after a six-month period of engagement in community sporting activities?"
In this case, we would be interested in finding out how students' discipline levels vary based on the length of their engagement in sporting activities; we, for instance, would expect students who engage longer or more in sporting programs to be more disciplined than those who engage less. This question lends itself effectively to the repeated measures ANOVA because it compares the means of three related groups on the same dependent variable (Sukal, 2013). The first group consists of participants before engagement in community sporting activities, the second is of the same participants after a three-month engagement period (mid-way into the treatment) and the third is of the same participants after a six-month period. A dependent t-test would not be effective in this case because such a test is used when there are only two groups -- if, for instance, we were interested in comparing discipline levels of adolescents before and after completion of the program only, then the dependent t-test would be more appropriate. Of importance is that differently from the one-way ANOVA, the repeated measures ANOVA measures the same participants multiple times (in our case three times) on the same dependent variable (Lane, n.d.).
Variables:...
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