Sampling distribution of is the
A) probability distribution of the sample mean
B) probability distribution of the sample proportion
C) mean of the sample
D) mean of the population

Question

Quizplus · Accepted Answer

The sampling distribution of the mean is the probability distribution of the sample mean from all possible samples of a given size taken from a population. It is a key concept in inferential statistics, as it allows us to make statements about the population based on the sample mean. The sampling distribution of the proportion is the probability distribution of the sample proportion from all possible samples of a given size taken from a population. However, it is more commonly used in situations where the variable of interest is categorical, rather than continuous. The mean of the sample is simply the average value of a sample, and the mean of the population is the average value of the entire population. While these are important concepts, they are not directly related to the sampling distribution.

Sampling Distribution of Is the