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Random Variableshard
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Let XXX be a random variable with characteristic function ϕX(t)=(1−iθt)−1\phi_X(t) = (1 - i\theta t)^{-1}ϕX​(t)=(1−iθt)−1. If Y=3X+2Y = 3X + 2Y=3X+2, what is the characteristic function ϕY(t)\phi_Y(t)ϕY​(t)?