A chi-square Goodness of Fit test is appropriate to \( \qquad \) 1 Point compare a sample average to a known compare the averages of two groups population average hoic \( \qquad \) \begin{tabular}{|l|l|l|} \hline Monarchs & 16 & .32 \\ \hline \end{tabular} \( \square \) compare the frequencies among rahm compare the frequencies among categories for a multiple categorical btal categories for a single categorical (qualitative) variables. (qualitative) variable. - It looks like there is a preference - We need to quantify these data to determine
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This statistical test is used to determine whether there is a significant difference between the observed frequencies and the expected frequencies in one or more categories of a single categorical variable. Show more…
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Describe a situation where you would use a Chi-squared test by stating 1. your sample and two variables or two samples and one variable, 2. whether or not the test would be one of homogeneity or independence, 3. Both a null and an alternative hypotheses, and 4. a significance level. Then find 5. the degrees of freedom of your chi-squared statistic, 6. the rejection region for your test and state 7. what a chi-squared statistic value in this region would imply for your test. Remember that you do not need to list the values of the variable for individuals in either the samples or the population, and that the value for 4 does not need to be calculated, only stated.
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