Consider the coupon collecting problem where there are m distinct types of coupons, and each new… 1 answer below »

Consider the coupon collecting problem where there are m distinct types of coupons, and each new coupon collected is type j with probability pj ,  width=Suppose you stop collecting when you have a complete set of at least one of each type. Show that

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P{i is the last type collected} width=

where U is a uniform (0, 1) random variable.

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