Assertion: sample's deviation | /r/HasProperty | different
Facets:
value: very
type: DEGREE
value: for the sampling distribution
type: PURPOSE
Source sentences:
text: The sampling distribution of the mean will still have a mean of μ, but the standard deviation is different.
text: But the standard deviation, the measure of variation, is a different story.
text: The standard deviation however is different for the sampling distribution as compared to the population.
text: If this is not the case, then the mean and standard deviation of the sampling distribution will be different and will depend on the type of distribution of the population.
text: The standard deviation of a population and the standard error of a statistic derived from that population (such as the mean) are quite different but related (related by the inverse of the square root of the number of observations).
text: The standard deviation, though, is very different.