What is the standard deviation of sampling distribution if standard deviation of population is 35 and sample size is 9?
Let σx\sigma_xσx be a standard deviation of sampling distribution, σ\sigmaσ - population standard deviation, n - sample size, then
σx=σn=359=353≈11.67{\sigma}_x={\frac {{\sigma}} {\sqrt n}}={\frac {35} {\sqrt 9}}={\frac {35} 3}\approx11.67σx=nσ=935=335≈11.67
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