Let x be a gaussian random variable and letnbsp ynbsp be a
Let X be a Gaussian random variable and let Y be a Bernoulli random variable with Pr(Y=1) = p and Pr (Y=-1)= 1-p.
If X and Y are independent, find the PDF of Z=XY.
Under what conditions is Z a Gaussian random variable?
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letnbsp x be a gaussian random variable and letnbsp ynbsp be a bernoulli random variable with pry1 p and pr y-1 1-pif
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