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In an assembly line, 4% of microchips are inherently defective ( P(D) = 0.04 ). ...

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In an assembly line, 4% of microchips are inherently defective (P(D) = 0.04

). An automated optical inspector is designed to reject defective chips. It successfully rejects a defective chip 95% of the time. However, it also falsely rejects 2% of perfectly good chips.

A chip passes through the inspector and is

ACCEPTED (it is not rejected). Using Bayes' Theorem, what is the approximate probability that this accepted chip is actually defective?

0%
100%
0%
0%
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