Show Bid Request
project in C++
Bid Request Id: 5525
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Description:
Suppose an auto manufacturer receives large deliveries of seat belt buckles every Monday from Producer I and Thursday from Producer II. The manufacturer takes independent random samples of buckles of size n = 50 from each delivery. If the probability a buckle is defective from Producer I is 0.05 and from Producer II is 0.03, simulate the probability that we see less than 5 defective buckles in a week&'s delivery. The manufacturer considers less than 5 defectives as the acceptable number of defectives in a week. Let X = the number of defective buckles from Producer I in 50 on Monday and let Y = the number of defective buckles from Producer II in 50 on Thursday. The N = X + Y = the number of defective buckles in a week from 100 sampled. Simulate the probability that we see less than 5 defectives in a week, i.e., simulate P(N<5). Run your program several times where Reps is the number of weeks simulated. Use Reps 1000 and 10000. Comment on how likely it is for a week&'s delivery to be acceptable.
Deliverables: Complete and fully-functional working program(s) in executable form as well as complete source code of all work done. Complete copyrights to all work purchased.
Special Conditions / Other:
Please complete within 3-hour period
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Bidding/Comments:
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Coder Rating |
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This bid was accepted by the buyer!
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$10 (USD)
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Nov 26, 2001 7:27:25 PM EDT
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1
(Horrible)
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