In principle, you could make a distribution of means by:
A) figuring the mean of all the possible samples of a given size and dividing it by the variance
B) using the sample's mean and variance divided by the population's parameters
C) randomly estimating the population variance from the various samples of the same size, and using the sample mean in place of the population mean
D) randomly taking a very large number of samples from a population, each of the same size, and making a distribution of their means
Correct Answer:
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Q1: As the number of individuals in each
Q3: When a researcher has obtained a particular
Q4: The standard deviation of a distribution of
Q5: For a particular known population, the mean
Q6: The standard deviation of the distribution of
Q7: The distribution of means is also called:
A)distribution
Q8: The distribution of means is the correct
Q9: A distribution of means will be less
Q9: The variance of a distribution of means
Q10: The variance of a distribution of means
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