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Suppose X is a uniformly distributed continuous random variable over [1,3]. If Y= 4x^2, find f(y), the PDF of Y. Indicated the range for which
Suppose X is a uniformly distributed continuous random variable over [1,3].
If Y= 4x^2, find f(y), the PDF of Y. Indicated the range for which it applies
What is the expected Value of Y?
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