For a finite population,the sampling distribution of the sample mean $\bar { x }$
can be developed by repeatedly taking all samples of size n and computing the sample means and reporting the resulting sample means in the form of a probability distribution.

Question

For a finite population,the sampling distribution of the sample mean $\bar { x }$ 
can be developed by repeatedly taking all samples of size n and computing the sample means and reporting the resulting sample means in the form of a probability distribution.

Quizplus · Accepted Answer

For a finite population, the sampling distribution of the sample mean can indeed be developed by taking all possible samples of a specific size (n), calculating the means of these samples, and then organizing these means into a probability distribution. This process illustrates how the sample means vary and forms the basis of inferential statistics.

For a Finite Population,the Sampling Distribution of the Sample Mean xˉ\bar { x }xˉ

For a Finite Population,the Sampling Distribution of the Sample Mean $\bar { x }$