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In a one-sample $$t$$-test, the null hypothesis assumes that the true population mean ($$\mu$$) is exactly equal to the hypothetical comparison mean ($$\mu_0$$), written as $$\mu = \mu_0$$. The alternative hypothesis states that the population mean differs from the hypothetical mean, denoted as $$\mu 
eq \mu_0$$.

Hypotheses in a One-Sample $$t$$-Test

When conducting a one-sample $$t$$-test, what does the null hypothesis assume about the relationship between the true population mean ($$\mu$$) and the hypothetical comparison mean ($$\mu_0$$)?

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