Let X have a Weibull distribution with parameters α = 2 and . Show that has a chi-squared distribution v =2 with . [Hint: The cdf of Y is P( Y ≤ y); express this probability in the form P(X ≤ g(y), use the fact that X has a cdf of the form in Expression (4.12), and differentiate with respect to y to obtain the pdf of Y.]
Reference expression 4.12
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