In a goodness-of-fit test, suppose that a sample showed that the observed frequency $f _ { i }$ and expected frequency $e _ { i }$ were equal for each cell i. Which of the following best describes the decision for the hypothesis test? A. Reject $ H_{0} $ at $ \alpha $ of 0.05 but retain $ H_{0} $ at $ \alpha $ of 0.025 .
B. Reject $ \mathrm{Ho} $ at any level of $ \alpha $.
C. Retain $ \mathrm{Ho} $ at any level of $ \alpha $.
D. Retain $ \mathrm{Ho} $ at $ \alpha $ of 0.05 but reject $ \mathrm{Ho} $ at $ \alpha $ of 0.025 .

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The Answer of In a goodness-of-fit test, suppose that a sample showed that the observed frequency $f _ { i }$ and expected frequency $e _ { i }$ were equal for each cell i. Which of the following best describes the decision for the hypothesis test? A. Reject $ H_{0} $ at $ \alpha $ of 0.05 but retain $ H_{0} $ at $ \alpha $ of 0.025 .
B. Reject $ \mathrm{Ho} $ at any level of $ \alpha $.
C. Retain $ \mathrm{Ho} $ at any level of $ \alpha $.
D. Retain $ \mathrm{Ho} $ at $ \alpha $ of 0.05 but reject $ \mathrm{Ho} $ at $ \alpha $ of 0.025 .

In a Goodness-Of-Fit Test, Suppose That a Sample Showed That fif _ { i }fi​

In a Goodness-Of-Fit Test, Suppose That a Sample Showed That $f _ { i }$