Question
Consider Example 5.2.9. Suppose that High Tale puts 50 workstations on line. Compute $p_0, \rho, \lambda$, and $W$ for the system; that is, for the $\mathrm{M} / \mathrm{D} / 1 / 50 / 50$ system with $E[O]=80$ seconds and $W_s=2$ seconds.
Step 1
The system described is an $\mathrm{M} / \mathrm{D} / 1 / 50 / 50$ queue. This notation means: - M: Arrivals follow a Poisson process. - D: Service times are deterministic (constant). - 1: There is one server. - 50: The system capacity is 50 (including the one Show more…
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