Suppose the number of jobs currently in a system may be modeled as a Bernoulli Single-Server Queueing Process with capacity 5. In one frame (step), the probability that one job will enter the system (that is, the probability of an arrival) equals 0.29. Moreover, if there is at least one job in the system, the probability that the job being processed will finish and exit the system (that is, the probability of a service) equals 0.47.

Compute the one-step transition probability from state 1 to state 1 and enter it in decimal form. (No matrix or long term forecast here.)

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In a Bernoulli SingleServer Queueing Process with capacity 5 the state represents the number ... View the full answer