Find the cumulative distribution function associated

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Question: The operating time of a computer before its first failure is a continuous random variable whose probability density function is given by: a) b) c) e) X _ Jece 100, if x=20 HI}_{ 0 i 2=0 What is the value of ¢? [1 mark] What is the probability that the computer will work for at least 100 hours before its first failure? [1 mark] What is the probability that this operating time is between 50 and 150 hours? [1 mark] Find the cumulative distribution function associated with this random variable. [1 mark] Find the mathematical expectation and variance of this random variable.

Reference no: EM133699546

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