Part 1: A manufacturing system comprises 3 sequential processes, i.e. Processes 1, 2, and 3. Each process has its own workstation (resource), i.e. Workstations 1, 2, and 3. Their processing times are constants, respectively as 12, 8, and 11.8 minutes. There are unlimited buffers in front of all workstations. All transfer times between any two Processes, between Create and Process 1, and between Process 3 and Dispose are 0 minutes. The part inter-arrival times to the system are UNIFORM(12,15) minutes. The first arrival is at time 0 and the parts arrive one at a time. For Workstation 3, there is a probability that a part needs to be reprocessed by Workstation 2 (and then go through Workstation 3 again). The probability for a part to revisit Workstation 2 remains constant and is independent of the number of revisits. This probability of revisiting is 8%. Develop a simulation model in Arena and make it runs for 16,000 minutes with one replication. Save and upload your answer as Part1.doe. Requirements: Animate the seize area(s) and resource(s). Animate the entity as balls. Resize them if they are too big or small. Animate the queue(s). Highlight them with rectangular boxes. Note: You can get different results by defining the True and False branches of your Decide module differently. Both are acceptable. Questions: I. How many parts have been processed at the end of the simulation? II. What is the average utilisation level of Workstation 2? III. During the simulation, what is the maximum number of visits (visit + revisit) that a part has to go through before reaching Dispose? Hint: You will need to use Assign and Record modules.