Test of Discrete Event Systems - 29.11.2016

Since the hair salon does not have a waiting room, customers arriving when both chairs are busy decide to abandon the hair salon.. Compute the probability that the third

Compute the probability that, the next time the lift truck arrives, it may load its maximum weight.. Compute the probability that the buffer is empty for at least one hour, and in

Customers arrive as generated by a Poisson process with average rate λ = 4 arrivals/hour, whereas the service time at the desk follows an exponential distribution with expected value

The node has a dedicated buffer which may contain at most two messages waiting to be transmitted (independently of their length), and transmits over a dedicated line with

The guest arrival process can be modeled by a Poisson process with average frequency 4 guests/hour, whereas the use of an equipment has an exponentially distributed duration

Compute the blocking probability of the system at steady state for those parts requiring preprocessing in M

A process in waiting state requests again the use of a CPU after a random time which follows an exponential distribution with expected value 1.12 ms.. At the moment of the request,

Assume that the customers arrive according to a Poisson process with rate λ = 0.1 arri- vals/min, and the service times in S are exponentially distributed with rate µ =