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May 22nd, 2018
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f(x)=E[(X-x)^2]
=E[X^2-2Xx+x^2]
=E[X^2]-2xE[X]+x^2
=E[X^2]-2xμ+x^2
f(x) is minimum where f'(x)=0
=>f'(x)=-2μ+2x=2(x-μ)=0
=>x=μ
=>f(x)=E[X^2]-μ^2=Var(X)
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