Z = time taken to perform an action Pdf of Z: fz (z) = e^(−y). If two actions occur at t =0, but the second action only begins after the first is finished. What is the probability that the second action takes less than t = 2?
Let be the time taken by the first and the second actions respectively. The second action can only start at after the first action is finished. The second action can complete only at
We want the probability that the second action completes by T=2, that is we want the probability that
the 2 actions are independent of each other. The pdfs of z1 and z2 are
Let be a transformation and be another transformation
The pdf of is given by
The probability that the second action takes less than t = 2 is
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