The testing plan on a batch with a high number of pieces is based on two control phases: First phase, N, pieces controlled: if the number of pieces out of tolerance is lower or equal than n, then the batch is accepted if the number of pieces out of tolerance is greater than n,., but lower or equal than n, then the second phase is performed Second phase, N. pieces controlled: if the number of pieces out of tolerance in the second phase is lower or equal than n,, then the batch is accepted Evaluate the probability that a batch having a percentage Pof pieces out of tolerance is accepted First phase N, 150 n12 Second N2 400 phase n21 Percentage P of pieces out of 4% tolerance Express numerical results with 2 decimal digits (e.g. 0.12 or 67.89). Probability that the batch is accepted in the first phase: X (%] Total probability that the batch is accepted in the second phase: Total probability that the batch is accepted:
The testing plan on a batch with a high number of pieces is based on two control phases: First phase, N, pieces controlled: if the number of pieces out of tolerance is lower or equal than n, then the batch is accepted if the number of pieces out of tolerance is greater than n,., but lower or equal than n, then the second phase is performed Second phase, N. pieces controlled: if the number of pieces out of tolerance in the second phase is lower or equal than n,, then the batch is accepted Evaluate the probability that a batch having a percentage Pof pieces out of tolerance is accepted First phase N, 150 n12 Second N2 400 phase n21 Percentage P of pieces out of 4% tolerance Express numerical results with 2 decimal digits (e.g. 0.12 or 67.89). Probability that the batch is accepted in the first phase: X (%] Total probability that the batch is accepted in the second phase: Total probability that the batch is accepted:
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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Binomial Distribution
Binomial is an algebraic expression of the sum or the difference of two terms. Before knowing about binomial distribution, we must know about the binomial theorem.
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![Domanda 3
The testing plan on a batch with a high number of pieces is based on two control phases:
Risposta non data
First phase, N pieces controlled:
Punteggio max
if the number of pieces out of tolerance is lower or equal than n. then the batch is accepted
8,00
if the number of pieces out of tolerance is greater than n., but lower or equal than n then the second phase is performed
P Contrassegna
Second phase, N. pieces controlled:
domanda
if the number of pieces out of tolerance in the second phase is lower or equal than n, then the batch is accepted
Evaluate the probability that a batch having a percentage Pof pieces out of tolerance is accepted
First phase
N,
150
n11
3
8
Second
N2
400
phase
n21
Percentage P of pieces out of
4%
tolerance
Express numerical results with 2 decimal digits (e.g. 0.12 or 67.89).
Probability that the batch is accepted in the first phase:
Total probability that the batch is accepted in the second phase:
Total probability that the batch is accepted:
X (%]](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fa6b73f3c-9029-4a91-ba18-66cc57ae5557%2Fd41ff957-8928-4932-a99a-07775223afe4%2Flo57uiyj_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Domanda 3
The testing plan on a batch with a high number of pieces is based on two control phases:
Risposta non data
First phase, N pieces controlled:
Punteggio max
if the number of pieces out of tolerance is lower or equal than n. then the batch is accepted
8,00
if the number of pieces out of tolerance is greater than n., but lower or equal than n then the second phase is performed
P Contrassegna
Second phase, N. pieces controlled:
domanda
if the number of pieces out of tolerance in the second phase is lower or equal than n, then the batch is accepted
Evaluate the probability that a batch having a percentage Pof pieces out of tolerance is accepted
First phase
N,
150
n11
3
8
Second
N2
400
phase
n21
Percentage P of pieces out of
4%
tolerance
Express numerical results with 2 decimal digits (e.g. 0.12 or 67.89).
Probability that the batch is accepted in the first phase:
Total probability that the batch is accepted in the second phase:
Total probability that the batch is accepted:
X (%]
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