For purposes of studying sampling distribution, we consider a small population of N = 4 units, labeled 1, 2,3,4, with respective y-values y1 =3, y2 =1, y3 =0, y4 =5.
Give the values of the population parameters μ, and σ2.
Solution:
The population mean is denoted by μ and it is given by the formula,
; where, N is population size and Yi's are values.
We have N = 4.
The population variance is denoted by σ2 and it is given by the formula,
We have, μ = 2.25 and N = 4.
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