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When The Sample Size Is Large The Mean Of The Sample Means Is? [Solved]
Two ways that x can be (approximately) normally distributed. As the sample size (n) gets larger, the sample mean ( ¯x) will be close to μ. If the sample size is large, then the sample mean will typically be close to the population mean, u.
Comparing the sample mean and population mean in a large sample size
The population standard deviation is unknown, but the
Comparing Sample Mean and Population Mean in a Large Sample Size
If the population standard deviation is unknown or not given, the z-test can still be used provided that the
Comparing Sample Mean and Population Mean in a Small Sample Size
Good day everyone today we will be discussing about comparing the
