he probability that a batch is rejected: (Probability between 0 and 1, NOT as % use 3 ecimal digits) pute the probability that exactly 3 defective tools are found: (Probability between 0 and 1, NOT as %, use 3 decimal digits) ly 3 defective pieces are found, a second control phase is performed on further 45 pieces. In the second phase, the batch pted if no defectives are found. What is the exact probability that the batch is accepted after the second control phase? ility between 0 and 1, NOT as %, use 3 decimal digits)

A First Course in Probability (10th Edition)
10th Edition
ISBN:9780134753119
Author:Sheldon Ross
Publisher:Sheldon Ross
Chapter1: Combinatorial Analysis
Section: Chapter Questions
Problem 1.1P: a. How many different 7-place license plates are possible if the first 2 places are for letters and...
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A firm that produces tools assessed that the 6.5 % of the production is defective. Tools are sold in batches of 1600 pieces, A
batch is accepted if, performing a control on a random sample of 23 tools, no more than 3 pieces are defective.
With a binomial approximation, comnpute the probability that a batch is rejected: (Probability between 0 and 1, NOT as % use 3
decimal digits)
Compute the probability that exactly 3 defective tools are found (Probability between 0 and 1, NOT as %, use 3 decimal digits)
If exactly 3 defective pieces are found, a second control phase is performed on further 45 pieces. In the second phase, the batch
is accepted if no defectives are found. What is the exact probability that the batch is accepted after the second control phase?
Probability between 0 and 1, NOT as %. use 3 decimal digits)
ssivo
Transcribed Image Text:A firm that produces tools assessed that the 6.5 % of the production is defective. Tools are sold in batches of 1600 pieces, A batch is accepted if, performing a control on a random sample of 23 tools, no more than 3 pieces are defective. With a binomial approximation, comnpute the probability that a batch is rejected: (Probability between 0 and 1, NOT as % use 3 decimal digits) Compute the probability that exactly 3 defective tools are found (Probability between 0 and 1, NOT as %, use 3 decimal digits) If exactly 3 defective pieces are found, a second control phase is performed on further 45 pieces. In the second phase, the batch is accepted if no defectives are found. What is the exact probability that the batch is accepted after the second control phase? Probability between 0 and 1, NOT as %. use 3 decimal digits) ssivo
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