Find the mean, variance and standard deviation of the following measures: 2,5,6,3,9,10,12, and 15
μ=18Σi=18xi=628=7.75.\mu=\frac{1}{8}\Sigma_{i=1}^8x_i=\frac{62}{8}=7.75.μ=81Σi=18xi=862=7.75.
σ2=18Σi=18(xi−μ)2=143.58=17.9375.\sigma^2=\frac{1}{8}\Sigma_{i=1}^8(x_i-\mu)^2=\frac{143.5}{8}=17.9375.σ2=81Σi=18(xi−μ)2=8143.5=17.9375.
σ=17.9375≈4.2353.\sigma=\sqrt{17.9375}\approx 4.2353.σ=17.9375≈4.2353.
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