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b. Ifyou played this game 100times, how much would you expect to win ????? 16. Shipments of television set that arrive at a factory have varying levels of quality. In order to decide whether to accept a particular shipment, inspectors randomly select a sample of 10 television sets and test them; if no more than one television set in the sample is defective, the shipment is accepted. Suppose a very large shipment arrives in which 2% of the television sets are defective. Let X be a random variable representing the number of defective television set in the random sample of 10. a. Explain why Xmay be treated as a binomial random variable: Identify n (the number of trials): . Specify (in words) which event would be defined as a success: . Explain why the trials may be considered independent: .Give the value of p (the probability of a success): a. What is the probability that this shipment is accepted? (Use a table or the formula). b. What is the expected value of the number of defective television set in the sample? c. Fill in the blanks in the following sentence:
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