When Jack goes into the Canadian wilderness, he looks most forward to seeing reindeer. Let (T) be

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When Jack goes into the Canadian wilderness, he looks most forward to seeing reindeer. Let \(T\) be the time (in hours) that it takes before he sees a reindeer. \(T \sim\) weib \(_{(2,2)}\).

(a) What is expected waiting time \(\mu_{T}\) for Jack to see a reindeer?

(b) What is the probability that Jack sees a reindeer before time \(\mu_{T}\) ?

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