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-Suppose that you wish to perform a hypothesis test for a population mean using the critical value method. The test is right-tailed. Suppose that the population standard deviation is unknown. The correct procedure to use is the t-test. If you mistakenly use the standard normal table to obtain the critical value, will the value that you obtain be larger or smaller than the correct value? Does the mistaken use of the normal table make it more or less likely that the null hypothesis will be rejected?

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The Answer is The critical value obtained using the standard normal table will be smaller than the correct critical value. This will make it more likely that the null hypothesis will be rejected.

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