Chapter 10 supplement - 0.0306 0.0241 0.0189 0.0148 0.0115...

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Chapter 10 supplement N = 4,000 [Use binomial table n = 20 because n = 20] c = 1 p P ac p(P ac ) .05 .734 .037 .10 .392 .039 .15 .176 .026 .20 .069 .014 .25 .024 .006 .30 .0076 .008 CUMULATIVE BINOMIAL PROBABILITIES p = FRACTION DEFECTIVE n x 0.01 0.02 0.03 0.04 0.05 0.06 0.07 0.08 0.09 0.10 0.11 0.12 0.13 20 0 0.8179 0.6676 0.5438 0.4420 0.3585 0.2901 0.2342 0.18 87 0.1516 0.1216 0.0972 0.0776 0.0617 1 0.9831 0.9401 0.8802 0.8103 0.7358 0.6605 0.5869 0.51 69 0.4516 0.3917 0.3376 0.2891 0.2461 AOQ 0.0098 0.0188 0.0264 0.0324 0.0368 0.0396 0.0411 0.041 3 0.0406 0.0392 0.0371 0.0347 0.032 0.14 0.15 0.16 0.17 0.18 0.19 0.20 0.0490 0.0388
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Unformatted text preview: 0.0306 0.0241 0.0189 0.0148 0.0115 0.2084 0.1756 0.1471 0.1227 0.1018 0.0841 0.0692 0.0292 0.0263 0.0235 0.0209 0.0183 0.016 0.0138 b. Construct the AOQ curve for this plan, assuming defectives found during 100% inspection are replaced with good parts. What is the approximate AOQL? As AOQ = P(ad)*p, red boxes of above table are AOQ, and the maximum value, AOQL is . 0413 at p = .08. If we check by 0.05, AOQL occurs at P= 0.10...
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Chapter 10 supplement - 0.0306 0.0241 0.0189 0.0148 0.0115...

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