a) Give the steady-state probabilities for this chain (no explanations or calculations required– just the answer). In parts b) to g) do not use reversibility and do not use Burke’s theorem. Let Xn be the state of the system at time n and let Dnbe a random variable taking on the value 1 if a departure occurs between n and (n + 1), and the value 0 if no departure occurs. Assume that the system is in steady state at time n.
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