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Let X and Y be independent random variables, each uniformly distributed on (0,1). (a) Show that the probability density function of W = X / Y is uz...

Screen Shot 2018-04-30 at 5.18.07 PM.pngPlease solve this to the best of your ability, with steps so I can understand

Screen Shot 2018-04-30 at 5.18.07 PM.png

Let X and Y be independent random variables, each uniformly distributed on (0,1).
(a) Show that the probability density function of W = X / Y is uz 0<w£1
10—2/2, 10 > 1 fin/(w) ={ (b) Show that P(X/Y > 5) = 1/10.
(0) Calculate the cumulative distribution function of X / Y.

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