3 - A battery comes from supplier 1 with probability 0.6 and from supplier 2 with probability 0.4. Batteries from supplier 1 and 2 have exponentially distributed life-times with expected values of 3...

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3 - A battery comes from supplier 1 with probability 0.6 and from supplier 2 with probability 0.4. Batteries from supplier 1 and 2 have exponentially distributed life-times with expected values of 3 and 5 months, respectively. The battery coming from one of the suppliers has already used 1 month. What is the probability that the battery will last for another 4 months?

3 -<br>A battery comes from supplier 1 with probability 0.6 and from supplier 2 with probability 0.4.<br>Batteries from supplier 1 and 2 have exponentially distributed life-times with expected values of 3 and<br>5 months, respectively. The battery coming from one of the suppliers has already used 1 month. What<br>is the probability that the battery will last for another 4 months?<br>

Extracted text: 3 - A battery comes from supplier 1 with probability 0.6 and from supplier 2 with probability 0.4. Batteries from supplier 1 and 2 have exponentially distributed life-times with expected values of 3 and 5 months, respectively. The battery coming from one of the suppliers has already used 1 month. What is the probability that the battery will last for another 4 months?

Jun 11, 2022

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3 - A battery comes from supplier 1 with probability 0.6 and from supplier 2 with probability 0.4. Batteries from supplier 1 and 2 have exponentially distributed life-times with expected values of 3...

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