The central limit theorem says that when a sample size of si
The central limit theorem says that when a sample size of size and is drawn from any population with mean you and standard deviation oh and when and if sufficiently large a the standard deviation of the mean is 02 squared divided by n. The district ration of the population is approximately normal see the distribution of the sample mean is approximately normal deed the distribution of the sample mean is exactly normal
The central limit theorem says that when a sample size of size and is drawn from any population with mean you and standard deviation oh and when and if sufficiently large a the standard deviation of the mean is 02 squared divided by n. The district ration of the population is approximately normal see the distribution of the sample mean is approximately normal deed the distribution of the sample mean is exactly normal
Solution
I assume this is a TRUE or FALSE question...
In which case, this is TRUE
