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A company makes light meters and the probability that a randomly chosen meter is
faulty is 0.04. In a quality control process, each meter is checked and either accepted
or rejected. For a faulty meter, the probability that it will be rejected is 0.84. For a
meter with no faults, the probability that it will be rejected is 0.01. Find the
probability that a randomly chosen meter will be faulty and will be accepted;

Sagot :

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