Busloads of customers arrive at an infinite server queue at a Poisson rate A Let G denote
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Busloads of customers arrive at an infinite server queue at a Poisson rate A Let G denote the service distribution. A bus contains j customers with probability a,,j = 1,. Let X(t) denote the number of customers that have been served by time t
(a) E[X(t)] = ?
(b) Is X(r) Poisson distributed?
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