solve step by step in Arena software

(1) Parts arrive at a three-machine system according to an exponential inter-arrival distribution with mean 10 minutes. The three machines are all different, and there's just one of them. There are three-part types (you should add few more part types with different process plan) with the arrival percentages and process plans given here. The entries for the process times are the parameters for a triangular distribution (in minutes). 37 3 Part Type Machine / Machine / Machine / Process Time Process Time Process Time 1 2 5,8,12 7,12,15 4,7,9 28 1 3 9, 10.5, 12 5.2, 8, 9 7, 12, 15 35 2 3 1 7, 12, 15 6,9,11 6, 10.5, 15 2 2 3 The transfer time between arrival and the first machine, between all machines, and between the last machine and the system exit follows a uniform distribution with parameters 8, 10 minutes (50 points). a) Collect system cycle time (total time in system) and machine utilizations. b) Animate your model (including part transfers) and simulate for 100 minutes. Also mention in a text box what new parameters you considered in this model. Q2) Suppose that there are three sources of arrival, one for each of three different kinds of parts that arrive: Blue, Green, and Red. (you should change the number of part types between 4-7) (it could be similar to Q1 in assignment 1). For each color of the arriving part, inter-arrival times are exponentially distributed with a mean of 16 minutes. All the parts transferred to a drilling center (one queue), the blue parts by the use of a single truck, the green parts by the use of a single non-accumulative conveyor, and the red parts by the use of an accumulative conveyor. The distance between the arrival of the blue parts and the drilling center is 70 feet and the truck travels at a rate of 70 feet per minute; this is while the distance between the arrival of the green and the red parts and the drilling center is 100 feet. The conveyors are made up of 25 cells of 4 feet each. The conveyor velocity is 30 feet per minute. Processing times at the drilling center for different types of parts are Unif(10, 15), TRIA(7,11,13), and TRIA(9,12,14) (50 points). a) Simulate this system for one replication of a 1 hour. b) Animate your model (entity pictures, resource pictures, entity transferring, etc.). Also mention in a text box what new parameters you considered in this model