Description
mobile phone repair shop, due Pandemic Restrictions, only allow costumer at enter. As soon as new costumer enters, first attendant determines whether request satisfied not. This takes Erlang<0.1 distributed amount of The request accepted with probability. If accepted, the costumer go the service stage, that takes exponentially Exp<0.01 distributed amount of otherwise she leave. As soon as the costumer leaves, another enters immediately with probability Otherwise the average after which new costumer will arrive is exponentially Exp<0.005 distributed.
• Draw state machine based model of the system • • Compute the probability of having costumer in the first stage, in the second stage,
Implement it in programming language of your choice
having the shop empty and waiting for new costumer.
• Determine the utilization of the system.
