exceeds 2? 14 A particular engine bearing plant has three manufacturing lines. For line A, the...

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exceeds 2? 14 A particular engine bearing plant has three manufacturing lines. For line A, the proportion of output bearings that are defective is 0.01, whereas for line B the proportion is 0.016, and for line C it is 0.025. Line A produces 30% of the plant's output, whereas line B produces 45% and line C produces 25% of the output. If a sample of n = 100 bearings is inspected and found to contain one defective bearing, what is the probability that the sample was taken from the output of line B? exceeds 2? 14 A particular engine bearing plant has three manufacturing lines. For line A, the proportion of output bearings that are defective is 0.01, whereas for line B the proportion is 0.016, and for line C it is 0.025. Line A produces 30% of the plant's output, whereas line B produces 45% and line C produces 25% of the output. If a sample of n = 100 bearings is inspected and found to contain one defective bearing, what is the probability that the sample was taken from the output of line B?