Final answer:
A picture representing the alternative hypothesis μ>μ0 is a right-tailed normal distribution with the hypothesized mean value (μ0) marked and the area to its right shaded to represent the p-value.
Step-by-step explanation:
A picture representing the alternative hypothesis μ>μ0 is a right-tailed normal distribution with the hypothesized mean value (μ0) marked and the area to its right shaded to represent the p-value.To draw a picture representing the alternative hypothesis of μ>μ0, one would sketch a normal distribution curve with a vertical line drawn at the hypothesized mean value (μ0). Any area to the right of this line represents where the actual mean (μ) could fall if the alternative hypothesis (μ>μ0) is true.
The region to the right of μ0 would be shaded to illustrate the p-value, which is the probability of observing a sample mean greater than or equal to the observed value, assuming the null hypothesis is true. In summary, the picture would show a right-tailed test situation where the shaded area corresponds to the p-value and represents the likelihood of the alternative hypothesis being true.