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5. If XI, .....Xn are n independent and identically distributed random variables, then find the density function of maximum and minimum of this random variables.

5. If XI, .....Xn are n independent and identically distributed random variables, then find the density function of maximum and minimum of this random variables. 6. Assume that a given light bulb's lifespan has an exponential distribution with a mean of 100 hours. If 10 such light bulbs are installed simultaneously, what is the distribution of the life of the light bulb that fails first, and what is its expected life

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