Your input is therefore m and a string of numbers

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Your input is therefore M and a string of numbers such as D=c(3456,4444,0909,…). Your job this time is to build W from D. Everything else remains the same.
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Question 2 – This is copied from Assignment 2/3 You may use the solutions from the last assignment. Please tell the markers you have done so. In simulating an ER, there are 3 stages (3 stages was sufficient, so stage 4 will not be applied): 1. Assessment. The patient is assessed by a clerk at a desk and given a priority of 0 (lowest priority) to 4 (highest priority). 2. Re-assessment. The patient is seen by a nurse who re-assesses the given priority. 3. Procedure. The patient sees a doctor and a procedure is performed. The priority given is binomial with probability 0.2. The arrivals to (1) are exponential with mean 20. The departures from (1) are exponential with mean 16. 15% of priorities are changed during the reassessment stage by the nurse. There is a 50% chance the reassessment will be to a higher priority. Priorities are never outside of the range 0 to 4. The time between departing (1) and arriving at (2) is exponential with mean 10. The departures from (2) are exponential with mean 12. The time between departing (2) and arriving at (3) is exponential with mean 8. The departures from (3) are exponential with mean 4. This code will be continued in Assignment 4. For assignment 2, I would like you to code an MM1 queue for stage 1. In assignment 2, I will ask for a GM1 for stage 2. You may use my code online. For assignment 3, I would like you to code a priority queue for Stage 2. Please assume that each code ends at a time T, defined by the TAs and anyone left in the system is ignored. Stage 1 – FINISHED! Assignment 2 Input: Arrival Rate, Departure rate, T. Output: A matrix of data that gives: a) The time person i entered the queue. b) The time person i was assessed. c) The priority given to person i.
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  • Spring '09
  • ChristianeLemieux
  • TA, Grammatical number

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