Let u be a variable that can take different values. Remembering the average value of this variable in the discrete case,
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Let u be a variable that can take different values. Remembering the average value of this variable in the discrete case,
Let u be a variable that can take different values. Remembering the average value of this variable in the discrete case, what does Au = Omean. average sum of two functions N f(u) + g(u) = P(us)[(f (u:) + g(u:)] i=1 =X-1 P(ui)f(U;) + E!=1 P(U;)g(U;) = f(u) + g(u) f(u) + g(u) = f(u) + g(u) deviation Au = u – ū mean deviation Au = u – ū = ū – ū = 0
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