Question 1 Suppose 1000 users share a link under statistical multiplexing. Each user independently transmits at rate 1 Mb/s, but is active only 0.1% of the time. Use Matlab (or any computing software) to answer the following questions and attach your code. 1) 2) 3) What is the probability that the aggregate transmission rate of the users exceeds 2 Mb/s? What is the probability that the aggregate transmission rate of the users exceeds 5 Mb/s? Repeat 1) and 2) under a Poisson approximation, and compare the results. Question 1 Suppose 1000 users share a link under statistical multiplexing. Each user independently transmits at rate 1 Mb/s, but is active only 0.1% of the time. Use Matlab (or any computing software) to answer the following questions and attach your code. 1) 2) 3) What is the probability that the aggregate transmission rate of the users exceeds 2 Mb/s? What is the probability that the aggregate transmission rate of the users exceeds 5 Mb/s? Repeat 1) and 2) under a Poisson approximation, and compare the results