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The Central Limit Theorem states: The smaller the standard error of the mean, the closer it is to the population mean. The mean of a
The Central Limit Theorem states:
The smaller the standard error of the mean, the closer it is to the population mean.
The mean of a sampling distribution of means is equal to the population mean.
The smaller the sample size, the closer the sample mean approximates the population mean.
A sample with a larger standard of error of the mean still has a mean that approximates the population mean.
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