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A manufacturing process produces, on average, 9 defective items out of 100 . To control quality, each day a sample of 10 completed items is selected at random and inspected. If the sample produces more than 2 defective items, then the whole day's output is inspected, and the manufacturing process is reviewed. What is the probability of this happening, assuming that the process is still producing 9% defective items? What is the probability of interest for the given situation? Select the correct choice below and fill in the answer box to complete your choice. A. P(x) B. P(x) C. P(x