Give examples $$ different from the examples given in class! $$ of queuing systems that

demonstrate the properties listed below. You can list a different queuing system for each

property $($you don$$t need to come up with a queuing system that has all properties listed

below$).$ For each system, describe its queuing discipline, the server$($s$),$ the system capacity

$($if any$),$ the customers, and the calling population.

$$ A queuing system with a finite calling population

$$ A queuing system with infinitely many servers

$$ A queuing system with a finite system capacity

$$ A queuing system with a shortest processing time first queuing discipline

$$ A queuing system that allows jockeying