Answer Happy

3. From your simulation and the measurements in Step 2(c), compute the time average value N = (N(t)) and the average time i = (1/K) Ekiti spent by K packets in the system. Compare these with the corresponding theoretical values E[N(t)) and ET] found in Step 1. Explain any discrepan- cies. Repeat these calculations for simulation time periods of 1000 ms, 10,000 ms, and 100,000 ms.
10 Arrival and departure processes - Arrival -Departure 8 Number of items 20 40 80 60 Time 100 Figure 1: Arrival process, Aſt), and departure process, D(t). Number of items in the system 4 3.5 31 2.5 Number of items 1.5 0.5 20 40 60 80 100 Time Figure 2: Number of items (packets) in the system, N(t).
4. Repeat Steps 2(a), 2(b), and 2(d) for a simulation time period of 10,000 ms, a fixed p = 0.1, and a range of values of from 0.005 to 0.095 in increments of 0.01. In each case, calculate N and 1 as in Step 3. Plot N and 7 as a function of p= 1/. Do these experimental results obey Little's formula E[N (1)] = AET]?