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Mutha fuckin Mu


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This rat fuckin bastard right here: http://spiff.rit.edu/classes/phys240/lectures/intro/mu.gif

Specificaly in use as such: http://mathcentral.uregina.ca/RR/database/RR.09.95/weston28.gif

I'm doing self-taught Statistical Procces Control and I've hit an impass with this bastard of a symbol. The book is using it like I'm supposed to know what it represents, and doesn't define it. It comes up in the equasion for population standard deviation, but sample standard deviation uses the sample mean in its place. I've used it in Physics, but friction has no bearing in calculation standard deviation.

Anyone out there know what this bitch means?

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Guest doggunracing

Expected value. If discrete, sum of each x times it's probability. If continuous, integral of x times f(x).

 

Discrete case : When a die is thrown, each of the possible faces 1, 2, 3, 4, 5, 6 (the xi's) has a probability of 1/6 (the p(xi)'s) of showing. The expected value of the face showing is therefore: µ = E(X) = (1 x 1/6) + (2 x 1/6) + (3 x 1/6) + (4 x 1/6) + (5 x 1/6) + (6 x 1/6) = 3.5

 

Notice that, in this case, E(X) is 3.5, which is not a possible value of X.

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