Possible rolls of a single six-sided die

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Consider the population of all possible rolls of a single six-sided die.

Now suppose that you don't know the population's mean, and wish to estimate it by taking one sample of size n=3 rolls and calculating the mean of the sample. Show that the mean of the sampling distribution of all possible sample means is equal to the mean of the population? Why is this result important?

Reference no: EM132232581

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