In Exercise 4, assume that the assembly time at the specific station is exactly 5 minutes. Using an E k /D/1 model, determine the transition probability matrix of the imbedded Markov chain of the...

In Exercise 4, assume that the assembly time at the specific station is exactly 5 minutes. Using an E k /D/1 model, determine the transition probability matrix of the imbedded Markov chain of the number of “products” waiting to be assembled at the specific station. Note that “products” represent the total number of phases making up the inter-arrival time. Using an appropriate finite capacity for the waiting room for products, determine the limiting distribution of the number of phases as well as the expected number of products waiting to be assembled.