For a two-tailed hypothesis test about $\mu$, we can use any of the following approaches except
A)compare the confidence interval estimate of $\mu$ to the hypothesized value of $\mu$
B)compare the p-value to the value of $\alpha$
C)compare the value of the test statistic to the critical value
D)compare the level of significance to the confidence coefficient

Question

Quizplus · Accepted Answer

Choice D is not a valid approach for a hypothesis test about a population mean, as it involves comparing the level of significance (used in hypothesis testing) to the confidence coefficient (used in constructing confidence intervals). The other choices are valid approaches for a two-tailed hypothesis test about a population mean. Choice A involves comparing the confidence interval estimate to the hypothesized value, while Choice B involves comparing the p-value to the level of significance. Choice C involves comparing the test statistic (such as a t or z-score) to the critical value from the appropriate distribution.

For a Two-Tailed Hypothesis Test About μ\muμ , We Can Use Any of the Following Approaches Except

For a Two-Tailed Hypothesis Test About $\mu$ , We Can Use Any of the Following Approaches Except