VLSI chips, essential to the running of a computer system, fail in accordance with a Poisson distribution with a mean of 1 chip every 5 weeks If there are two spare chips on hand (thus, the system will be down due to lack of chips if the number of defective chips exceeds 2), and if anew supply will arrive in 8 weeks, find:The probability that during the next 8 weeks, the system will be down due to lack of chips?If10 such systems are available, find the probability that exactly 3 systems will be
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Consider a taxi station where taxis and customers arrive in accordance with Poisson processes with respective rates of one and two per minute. A taxi will wait no matter how many other taxis are present. However, an arriving customer that does not find a taxi waiting leaves. Find (a) the average number of taxis waiting, and (b) the proportion of arriving customers that get taxis. | Numerade
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