A population consists of the numbers 1, 2, 3, and 4 with the sample size of 2. Compute the population variance.
μ=1+2+3+44=2.5σ2=(1−2.5)2+(2−2.5)2+(3−2.5)2+(4−2.5)24=1.25\mu =\frac{1+2+3+4}{4}=2.5\\\sigma ^2=\frac{\left( 1-2.5 \right) ^2+\left( 2-2.5 \right) ^2+\left( 3-2.5 \right) ^2+\left( 4-2.5 \right) ^2}{4}=1.25μ=41+2+3+4=2.5σ2=4(1−2.5)2+(2−2.5)2+(3−2.5)2+(4−2.5)2=1.25
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