Suppose that X ~ Binomial (100, p). Consider the hypothesis test Họ : p = 0.5 versus HẠ : p + 0.5. Define the statistic T(X) = X and the rejection region by RR={r : |r– 50| > 10}. Using the Normal...


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Suppose that X ~ Binomial (100, p). Consider the hypothesis test Họ : p = 0.5 versus HẠ : p + 0.5.<br>Define the statistic T(X) = X and the rejection region by RR={r : |r– 50| > 10}. Using the Normal<br>approximation to the Binomial distribution:<br>(a) What is a?<br>(b) Graph the power as a function of p.<br>

Extracted text: Suppose that X ~ Binomial (100, p). Consider the hypothesis test Họ : p = 0.5 versus HẠ : p + 0.5. Define the statistic T(X) = X and the rejection region by RR={r : |r– 50| > 10}. Using the Normal approximation to the Binomial distribution: (a) What is a? (b) Graph the power as a function of p.

Jun 03, 2022
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