Question: Let: X(t) = ht(t - $). (t-n). where and n are statistically independent random variables that can take on the value o with probability P

 Let: X(t) = ht(t - $). (t-n). where and n are

Let: X(t) = ht(t - $). (t-n). where and n are statistically independent random variables that can take on the value o with probability P and the value T with probability (1-P) Find E{X(T/2) knowing that p = 0,8 Please provide your answer with two digits after the decimal point

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