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SAMPLING INSPECTION BY VARIABLES
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accept AOQL appropriate approximation assume average B-content B-expectation binomial calculations compute constants contain corresponding cost curtailed curve decision desired determined discussed distribution double sampling equal estimate evaluate Example Exercise expected find the minimum formulas function further given gives Hence hypergeometric increase inequalities inspection larger least less lower mean meets method minimizes minimum n normal distribution number of defectives observations obtained one-sided confidence interval parameters percent plan with minimum Poisson possible power requirements probability problem procedure produces random sample random variable regarded region regular reject replaced requirements respectively sampling plan satisfied selected semi-curtailed shown Similarly single sample smallest Solution solve soon specification limit standard Statistical Suppose tolerance interval tolerance limit trial unbiased units unknown yields