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We are asked to solve a classical acceptance sampling problem with given parameters. Let's solve step by step manually. --- Given data: * Lot size: (N = 800) * Sample size: (n = 20) * Acceptance number: (c = 3) * Incoming quality levels: (p = 0.02) (acceptable), (p = 0.07) (unacceptable), but specifically we are asked for (p = 0.05) * Lot is rejected → 100% inspection and defective replaced We are to find: 1. (P_a) (probability of acceptance) at (p = 0.05) 2. Average Outgoing Quality ________ __________ __________ _______ __________ _________ ________ ____ ______ _________.
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