Consider the following sample of exam scores:
x = {28,57,58,64,79,80,83,85,87,89,89,90, 94,94}
Obtain the sample standard deviation.
xˉ=114Σi=114xi=107714=76.9286.\bar x=\frac{1}{14}\Sigma_{i=1}^{14}x_i=\frac{1077}{14}=76.9286.xˉ=141Σi=114xi=141077=76.9286.
s=113Σi=114(xi−xˉ)2=4578.928613=352.2253=18.7677.s=\sqrt{\frac{1}{13}\Sigma_{i=1}^{14}(x_i-\bar x)^2}=\sqrt{\frac{4578.9286}{13}}=\sqrt{352.2253}=18.7677.s=131Σi=114(xi−xˉ)2=134578.9286=352.2253=18.7677.
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