Question: Problem 6. Assume X has Weibull (p, A) distribution as in Problem 3. Show that was) E[X]= AMP . Problem 3. Let X be a

Problem 6. Assume X has Weibull (p, A) distribution as in Problem 3. Show that was) E[X"]= AMP . Problem 3. Let X be a continuous random variable that has the Weibull distribution, ie. it has density of the form where A > 0 and p > 0 are parameters. a) Show that this density integrates to one; b) Let X1, ...,Xn be i.i.d. Weibull (p, A) random variables. Find the probability that at least one of them exceeds 3

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