dependent events, and you can assume that, at any time, the probability that any cable is working correctly is 0.4. Correct your answers to 4 decimal places. Find the chance that exactly two cables are operating correctly at a given time.Answer Find the chance that cable g and exactly one other cable are operating correctly at a given time.Answer Find the chance that A can communicate with B, if we know that exactly six cables are not operating correctly at a given time.Answer
dependent events, and you can assume that, at any time, the probability that any cable is working correctly is 0.4. Correct your answers to 4 decimal places. Find the chance that exactly two cables are operating correctly at a given time.Answer Find the chance that cable g and exactly one other cable are operating correctly at a given time.Answer Find the chance that A can communicate with B, if we know that exactly six cables are not operating correctly at a given time.Answer
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In the diagram above, each \(| |\) represents a communication cable. We know that cable failures may be considered independent events, and you can assume that, at any time, the probability that any cable is working correctly is 0.4. Correct your answers to 4 decimal places.
- Find the chance that exactly two cables are operating correctly at a given time.Answer
- Find the chance that cable g and exactly one other cable are operating correctly at a given time.Answer
- Find the chance that A can communicate with B, if we know that exactly six cables are not operating correctly at a given time.Answer
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