Since there are more than 2 groups. So, One way ANOVA would be appropriate. ( 4th option is correct)
Z of proportion is wrong because here the parameter is not proportion but mean.
Z of x-bar is wrong becuase here standard deviation of populations are not known.
Two independent sample t test is wrong because here number of population not 2 rather 4.
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OU's athletic director wonders if college grade point averages differ for male athletes in football, soccer,...
OU's athletic director wonders if college grade point averages differ for male athletes in football, soccer, swimming, and baseball. To test this, he collects a sample of males from each sport, and compares the four mean scores to each other. Which test statistic is the most appropriate to use to answer this question? Group of answer choices One-way ANOVA Z of x-bar Z of proportion Two-Independent Sample-t-test
OU's athletic director wonders if college grade point averages differ for male athletes in football, soccer, swimming, and baseball. To test this, he collects a sample of males from each sport, and compares the four mean scores to each other. Which test statistic is the most appropriate to use to answer this question?