The mean height for a population of people is 65 inches. Suppose that you pick a sample of 50 people and determine the sample mean, $\bar { x }$. You then repeat this procedure three more times. You learned in class that $\mu _ { - \bar { x } } = \mu$. Can you conclude that the mean of the four sample means will be equal to the population mean of 65 inches? Why or why not?

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The Answer of The mean height for a population of people is 65 inches. Suppose that you pick a sample of 50 people and determine the sample mean, $\bar { x }$. You then repeat this procedure three more times. You learned in class that $\mu _ { - \bar { x } } = \mu$. Can you conclude that the mean of the four sample means will be equal to the population mean of 65 inches? Why or why not?

The Mean Height for a Population of People Is 65 xˉ\bar { x }xˉ

The Mean Height for a Population of People Is 65 $\bar { x }$