1.5, 2.5, 2.5, 4.1, 5, 6.7, 8.12, 9.9, 10.5, 10.4
Determine the mean and standard deviation
n= 10
μ=∑n\mu=\frac{\sum}{n}μ=n∑
μ=1.5+2.5+.....+10.410\mu=\frac{1.5+2.5+.....+10.4}{10}μ=101.5+2.5+.....+10.4
μ=6.122\mu =6.122μ=6.122
Std dev
∑in(xi−xˉ2)n−1\sqrt{\sum_i^n\frac{(x_i-\bar x^2)}{n-1}}∑inn−1(xi−xˉ2)
∑(1.5−6.122)2+.....(10.4−6.122)2)9\sqrt{\sum\frac{(1.5-6.122)^2+.....(10.4-6.122)^2)}{9}}∑9(1.5−6.122)2+.....(10.4−6.122)2)
=3.4804
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