Question: - A random variable T is defined by its cumulative distribution function for t < 0 for 0 t 4. for t > 4
- A random variable T is defined by its cumulative distribution function for t < 0 for 0 t 4. for t > 4 - 16 Fr(t) = Pr(T t) = Define a new continuous random variable to be S = T. Determine the density function for S and the expected value of S.
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To determine the density function for the random variable S T2 we need to find the cumulative distri... View full answer
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