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Let X and Y have a joint density f(x, y) = {24x * (1 - y), 0
Let X and Y have a joint density
f(x, y) =
{24x * (1 - y), 0 {0 otherwise a) Find value of P(Y > 2X). b) Find marginal distribution of Y . Identify it as a famous distribution and its parameters. c) Explain how the joint density f arises from independent random variables each of which has the uniform distribution on the interval (0, 1).
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