The mean of the sampling distribution of the mean usually equals the value of the highest sample mean.
True or False
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OpenStudy (toxicsugar22):
@hartnn @jabez177 @Loser66
OpenStudy (ibrafacts):
false
OpenStudy (ibrafacts):
do u undersrtand it?
OpenStudy (toxicsugar22):
okay it makes sense
OpenStudy (ibrafacts):
okay:)
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OpenStudy (toxicsugar22):
The standard error of the mean roughly measures the average amount by which sample means deviate from the population mean.
Would this be true
OpenStudy (ibrafacts):
its true
OpenStudy (toxicsugar22):
The standard error of the mean increases in value when the sample size is increased.
This is false right
OpenStudy (toxicsugar22):
@ibrafacts
Directrix (directrix):
@kropot72
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OpenStudy (kropot72):
The standard error of the sample mean is found from:
\[\large S.E.\ of\ \bar{X}=\frac{\sigma}{\sqrt{n}}\]
where sigma is the standard deviation of the population.
So, what would happen to the value of the S.E. when the sample size is increased? Will the S.E. increase or will it decrease?