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Let x be a random variable with distribution function fxx

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Reference no: EM13639431

Let X be a random variable with distribution function Fx(x), and a,b in real. Let Y be the random variable that satisfies Y=aX+b. Express the distribution function of Y, Fy(x), in terms of Fx(x).

Analyze separate cases a>0, a<0, a=0.

Do not assume that X is discrete nor continuous R.V.

Reference no: EM13639431

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