An automotive company produces in each day a batch of gear levels of W pieces, with the probability of having to p The production control procedure consists in testing a sample of N. pieces, and the batch is accepted if there are at most N. pieces out of tolerance. Calculate the probability of acceptance of the batch P1: Then, let us consider two consecutive production days supposing that the related productions are independent. Calculate the probability that hoth the batches are accepted P,2:

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Chapter1: Combinatorial Analysis
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Please find the four blanks as you see in the pictures that I attach and answer me as soon as possible in an hour thanks
Expected Number of pieces out of tolerance in the batch with a defective probability P:
Compute following probabilities (express as numbers between 0 and 1, NOT as %, use 3 decimal digits):
Probability of having exactly N, pieces out-of-tolerance in the sampleof N, pieces:
Pai
Probability of rejecting the batch:
Pa2
Transcribed Image Text:Expected Number of pieces out of tolerance in the batch with a defective probability P: Compute following probabilities (express as numbers between 0 and 1, NOT as %, use 3 decimal digits): Probability of having exactly N, pieces out-of-tolerance in the sampleof N, pieces: Pai Probability of rejecting the batch: Pa2
An automotive company produces in each day a batch of gear levels of W pieces, with the probability of having pieces out of tolerance equal
to p.
The production control procedure consists in testing a sample of N. pieces, and the batch is accepted if there are at most N. pieces out of
tolerance. Calculate the probability of acceptance of the batch P1:
Then, let us consider two consecutive production days supposing that the related productions are independent. Calculate the probability that
both the batches are accepted P,2.
900
0.02
90
N,
Compute:
Expected Number of pieces out of tolerance in the batch with a defective probability p:
Compute following probabilities (express as numbers between 0 and 1, NOT as %, use 3 decimal digits):
Probability of having exactly N, pieces out-of-tolerance in the sampleof N. pieces:
Pai
Probability of rejecting the batch:
Transcribed Image Text:An automotive company produces in each day a batch of gear levels of W pieces, with the probability of having pieces out of tolerance equal to p. The production control procedure consists in testing a sample of N. pieces, and the batch is accepted if there are at most N. pieces out of tolerance. Calculate the probability of acceptance of the batch P1: Then, let us consider two consecutive production days supposing that the related productions are independent. Calculate the probability that both the batches are accepted P,2. 900 0.02 90 N, Compute: Expected Number of pieces out of tolerance in the batch with a defective probability p: Compute following probabilities (express as numbers between 0 and 1, NOT as %, use 3 decimal digits): Probability of having exactly N, pieces out-of-tolerance in the sampleof N. pieces: Pai Probability of rejecting the batch:
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