Your firm manufactures computers. You are sent a or among the ten. very large shipment of chips by a supplier. You want to accept this shipment only if ten percent or less of the chips are defective, which is the supplier’s claim.
Your firm manufactures computers. You are sent a or among the ten.
very large shipment of chips by a supplier. You want to accept this shipment only if ten percent or less of the chips are defective, which is the supplier’s claim. Your procedure for deciding whether to accept the shipment is to randomly select a sample of 10 chips, test them, and accept the shipment if there are either zero defectives one defective
a. If in fact ten percent of the shipment is defective, what is the probability that you will accept the shipment?
**I am explicitly asking for only the answer to part A of this question**
The answer to part B and C of this question have already been answered on this site. I can’t find A. For your help here are the answers to B and C:
B- p=0.2 is more likely
C- 0.763
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