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The Quality Control Manager for NKA Inc

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The quality control manager for NKA Inc. must decide whether to accept (alternative 1), further analyze (alternative 2), or reject (alternative 3) an incoming shipment (lot) of microchips. The historical data indicate that there is a 30 percent chance that the lot is poor quality (S1), 50 percent chance that the lot is fair quality (S2), and 20 percent chance that the lot is good quality (S3). Assume the following payoff table is available. The values in the payoff table are in thousands of dollars.
The quality control manager for NKA Inc. must decide whether to accept (alternative 1), further analyze (alternative 2), or reject (alternative 3) an incoming shipment (lot) of microchips. The historical data indicate that there is a 30 percent chance that the lot is poor quality (S<sub>1</sub>), 50 percent chance that the lot is fair quality (S<sub>2</sub>), and 20 percent chance that the lot is good quality (S<sub>3</sub>). Assume the following payoff table is available. The values in the payoff table are in thousands of dollars.    Bf the lot is poor quality, 40 percent of the items are defective. If the lot is fair quality, 22 percent of the items are defective. If the lot is good quality, 10 percent of the items are defective. The quality control manager inspects one unit from a recent shipment. After inspecting it, he determines that the unit is defective. Given that the inspected item is defective, determine which alternative action the quality control manager should choose. Bf the lot is poor quality, 40 percent of the items are defective. If the lot is fair quality, 22 percent of the items are defective. If the lot is good quality, 10 percent of the items are defective. The quality control manager inspects one unit from a recent shipment. After inspecting it, he determines that the unit is defective. Given that the inspected item is defective, determine which alternative action the quality control manager should choose.


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