Question: Question 2. Please help! Reference: Fundamentals of Queueing Theory. Fourth Edition. Donald Gross; John F. Shortie; James M. Thompson; Freddie Mac Corporation; Carl M. Harris

Question 2. Please help! Reference: Fundamentals of Queueing Theory. Fourth Edition.

Question 2. Please help! Reference: Fundamentals of Queueing Theory. Fourth Edition. Donald Gross; John F. Shortie; James M. Thompson; Freddie Mac Corporation; Carl M. Harris CHAPTER 2. SIMPLE MARKOVIAN QUEUEING MODELS https://irh.inf.unideb.hu/~jsztrik/education/16/Queueing_Problems_Solutions_2021_Sztrik.pdf

Donald Gross; John F. Shortie; James M. Thompson; Freddie Mac Corporation; Carl

2. For an M/M/1 queue: a) derive the variance of the number of customers in the system in steady-state. b) find E Ta Ta > 0], that is, the expected time one must wait in the queue, given that one must wait at all. Repeat parts a) & b) for an M/M/c queue

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