4. A lot of 3500 books arrives at a bookstore. To check if the entire lot is acceptable, a first random sample of n1 = 150 books is taken from the lot and if c1 = 1 or less of the books are found to be defective, the entire lot is accepted; if greater than c2=5 books are found, the lot is rejected. If between 2 and 4 books are found to be defective on the first sample, a second sample is taken of n2 = 100 books and if the combined number of defects of the first and second samples is less than c2 = 5, the lot is accepted and rejected otherwise.
4. A lot of 3500 books arrives at a bookstore. To check if the entire lot is acceptable, a first random sample of n1 = 150 books is taken from the lot and if c1 = 1 or less of the books are found to be defective, the entire lot is accepted; if greater than c2=5 books are found, the lot is rejected. If between 2 and 4 books are found to be defective on the first sample, a second sample is taken of n2 = 100 books and if the combined number of defects of the first and second samples is less than c2 = 5, the lot is accepted and rejected otherwise.
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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Transcribed Image Text:4. A lot of 3500 books arrives at a bookstore. To check if the entire lot is acceptable, a first
random sample of n1 = 150 books is taken from the lot and if c1 = 1 or less of the books
are found to be defective, the entire lot is accepted; if greater than c2=5 books are found,
the lot is rejected. If between 2 and 4 books are found to be defective on the first sample, a
second sample is taken of n2 = 100 books and if the combined number of defects of the
first and second samples is less than c2 = 5, the lot is accepted and rejected otherwise.
(a) Probability of acceptance, first sample
(b) Probability of rejection, first sample
(c) Probability of acceptance, second sample
(d) Probability of acceptance, combined sample
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