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Computers require fans to keep them from overheating. Let T be the random variable

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Computers require fans to keep them from overheating. Let T be the random variable representing the lifetime of a particular make of fan in hours. Assume that I follows an exponential distribution with parameter 1 = 0.0003.

(a) Find the proportion of computer fans which will give at least 10,000 hours of service.

(b) If the fan is redesigned so that exponential lifetime distribution now has parameter 1 = 0.00035, would you expect more fans or fewer fans to live for at least 10,000 hours?

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[Solved] Computers require fans to keep them from overheating. Let T be the random variable

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