Arena Simulation$($use Rockwell arena$)4-1)$ Travelers arrive at the main airline door of an airline terminal according to an exponential interarrival time distribution with mean $1\mathrm{.}6$ minutes. The travel time between the entrance and the check$-$in is distributed uniformly between $2$ and $3$ minutes. At the check$-$in counter travelers wait in a single line until one of five agents is available to serve them. The check$-$in time follows a normal distribution with mean of seven minutes and standard deviation of $2$ minutes. Upon completion of the check$-$in$,$ they are free to travel to their gates. Create a simulation model, with animation, of this system. Run the simulation for $16$ hours, to determine the average time in system, number of passegers completing check$-$in$,$ and the average length of the check$-$in queue.