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Problem 3. To reduce theft, a company proposes to screen the workers with a lie-detector test that has been proved correct 90% of the time

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Problem 3. To reduce theft, a company proposes to screen the workers with a lie-detector test that has been proved correct 90% of the time (for guilty subjects, and also for innocent subjects). The company will fire all the workers who fail the test. Suppose that 5% of workers steal from time to time. (a) If a worker is fired, what is the conditional probability he is innocent? (b) If a worker is not fired, what is the conditional probability he is guilty

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