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Suppose Sony's new PS6 is expected to last for 50 years before it stops working, and this time follows an exponential distribution. What's the probability
Suppose Sony's new PS6 is expected to last for 50 years before it stops working, and this time follows an exponential distribution.
- What's the probability that a PS6 unit fails within 5 years?
- Sony is offering a 5-year warranty program but is concerned that this may be too expensive. Suppose that PS6 is a highly demanded item and only 500 were offered for sale to the California residents A Sony-contracted service center is set up in SFO and is capable of handling 50 servicing orders during a 5-year period. What is the probability that more PS6s will fail than the service center can handle within the 5-year period?
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