if the given samples are 45, 47, 48, 51, 50, 55, 49, 48, 55, and 54. compute the point estimate of the population variance.
μ=(45+47+48+51+50+55+49+48+55+54)/10=50.2\mu=(45+47+48+51+50+55+49+48+55+54)/10=50.2μ=(45+47+48+51+50+55+49+48+55+54)/10=50.2
D=∑(x−μ)2n−1=27.04+10.24+4.84+0.16+0.04+23.04+1.44+4.84+23.04+14.4410−1=12.1D=\frac{\sum(x-\mu)^2}{n-1}=\frac{27.04+10.24+4.84+0.16+0.04+23.04+1.44+4.84+23.04+14.44}{10-1}=12.1D=n−1∑(x−μ)2=10−127.04+10.24+4.84+0.16+0.04+23.04+1.44+4.84+23.04+14.44=12.1
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