Consider a two$-$machine $($m $=2)$ station $[$waiting line system$]$ with mean effective process time te per job compared to a fast single$-$machine $($m $=1)$ station with mean effective process time te$/2.$ In comparing the fast single$-$machine station to the two$-$machine station, use the same average customer inter$-$arrival time $$ta$,$ station utilization, u$,$ and CVs$,$ with utilization, u $<1.$ If you want, pick specific values for the interarrival and process time parameters to test validity of your answers, e$.$g$.,$ te $=1$ hour, ta $=0\mathrm{.}6$ hours. For ANY SIX items listed below, explain if the statement is true or false and provide careful reasoning for each true $/$ false choice: