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Which of the following statements are true regarding one sided and two slded hypothesis tests? There are two correct answers; you must select both correctly. For this problem, you have five tries. Note: you should assume that a one sided test is not being performed on the wrong side. For example, if the test statistic is positive, then assume the test is right sided and not left sided. Hint: you should consider what happens to the p-value when going from a one sided to a two sided test, or from a two sided to a one sided test. Failing to reject Ho for a one sided test implies that you would fail to reject Ho for the corresponding two sided test at the same significance level Falling to reject Ho for a two slded test Implles that you would also rall to reject Ho Tor the corresponding one slded test at the same signincance level D Rejecting Ho for a one slded test Implles that you would also reject Ho for the correspondling two slded test at the same slgnlflcance level D Rejecting Ho for a two sided test implies that you would also reject Ho for the corresponding one sided test at the same significance level D Rejecting Ho for a one sided test implies that you would fail to reject Ho for the corresponding two sided test at the same significance level Failing to reject Ho for a two sided test means that you will reject Ho for the corresponding one sided test at the same significance level

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p-value for two sided test is equal to twice of that of one sided test a) Is true, because if one sided p-value is more than

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