ANSWER 1&2

This work is about the simulation of multi-server (c), unbounded and bounded with K) queueing networks. The performance measures are the mean queue length (E;), the throughput (), and the delay (8). Add the blocking probability (Pk) for the bounded systems. The independent variables are the mean arrival rate (A), the mean service rate (w), the number of servers (c), and the queueing capacity for bounded systems (K). 4.1 The task 2 X 0 coccoladot 1 1 K (1 Figure 4: M/M/c/K queue Simulate M/M/c/K Queueing Systems for mean queue length, throughput, and delay for various values of ), p and K (when appropriate). Add blocking probability for the M/M/c/K queueing system. Plot your findings. Submit the following: 1. The source code of your simulation, 2. A document with the diagrams showing the performance; mean queue length, throughput, and delay together with brief explanations. Add blocking probability for the M/M/c/K queue