. The number of customers who enter the bank are assumed to be Poisson distribution with...
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. The number of customers who enter the bank are assumed to be Poisson distribution with 6 persons per 3 hour. What is the probability that there are a) 2 persons enter the bank in 1 hour? b) 3 persons enter the bank in 5 hour? c) no customer enters the bank in 20 minutes. d) at least 10 persons enter the bank in 1 hour? e) at most one person enter the bank in 5 hours? f) more than eight persons enter the bank in 2/5 hours? g) less than 3 persons enter the bank in 10 minutes? h) between 4 and 9 persons enter the bank in 30 minutes? i) from 2 and 7 persons enter the bank in 1.5 hours? j) Find mean and variances the persons enter the bank in 1 week? . The number of customers who enter the bank are assumed to be Poisson distribution with 6 persons per 3 hour. What is the probability that there are a) 2 persons enter the bank in 1 hour? b) 3 persons enter the bank in 5 hour? c) no customer enters the bank in 20 minutes. d) at least 10 persons enter the bank in 1 hour? e) at most one person enter the bank in 5 hours? f) more than eight persons enter the bank in 2/5 hours? g) less than 3 persons enter the bank in 10 minutes? h) between 4 and 9 persons enter the bank in 30 minutes? i) from 2 and 7 persons enter the bank in 1.5 hours? j) Find mean and variances the persons enter the bank in 1 week?
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Related Book For
Statistics For Business Decision Making And Analysis
ISBN: 9780321890269
2nd Edition
Authors: Robert Stine, Dean Foster
Posted Date:
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