Consider two waiting line systems, each with an arrival rate of $2$ customers per minute. The first system is a$$Pooled$-$Queue system$$with two servers and each server takes $0\mathrm{.}9$ minutes to serve a customer. The second system is a$$Faster$-$Service system$$with one server that serves each customer in $0\mathrm{.}45$ minutes. Assume that the notation used corresponds to the lecture media $/$ text for a$,$ p$,$ CVa, CVp$,$ and m$.$ Unless otherwise stated, assume that all coefficients of variation $($e$.$g$.,$ CVa, CVp$)$ are one, corresponding to moderate variability. We seek to compare performance in these two systems.$$Pick$$all$$options below that are correct.