Records show that the probability is 0.0012 that a person will get food poisoning spending a day at a certain state fair. Use the Poisson approximation to the binomial distribution to find the probability that among 1,000 per–sons attending the fair at most 2 will get food poisoning.
Answer to relevant QuestionsWith reference to Example 5.13 and the computer printout of Figure 5.4, find the probability that a 15-square-foot sheet of the metal will have anywhere from 8 to 12 defects, using (a) The values in the P(X = K) column; ...In a certain desert region the number of persons who become seriously ill each year from eating a certain poisonous plant is a random variable having a Poisson distribution with λ = 5.2. Use Table II to find the ...A sampling inspection program has a 0.10 probability of rejecting a lot when the true proportion of defectives is 0.01, and a 0.95 probability of rejecting the lot when the true proportion of defectives is 0.03. If 0.01 is ...Find the AQL and the LTPD of the sampling plan in Exercise 5.93 if both the producer’s and consumer’s risks are 0.10. Show that if v > 2, the chi-square distribution has a relative maximum at x = v – 2. What happens when v = 2 or 0 < v < 2?
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