I need help on answering this question.

Question 1 (4+4+5+1 = 14 points) Consider the Chipotle example we discussed in the class. But this time, both workers M1 and M2 need a longer time to nish their tasks {the activity times change to 100 seconds and 60 seconds, respectively}. a} Calculate the following design parameters for this process: Cycle time {CT} for Stage 1 sec I unit CT for Stage 2 sec f unit Bottleneck Process Designed CT sec 3' unit Process Capacity units] hour J |_ b} Customers arrive to this Chipotle in the following way: At time 0, 120 sec, 240 sec, 360 sec, ..., two customers arrive together, and M1 and M2 each takes a customer to serve. At time 60 sec, 180 sec, 300 sec, one customer arrive and M2 {the faster worker} serves him/her. Draw the Gantt chart from time 0 to time 300 sec. Each grid in the following chart represents 10 seconds. You can extend the below chart as needed. "1 I...III-I-I-Il-I-I-l-I-I-I c) Under the arrival schedule given in {b}, calculate the following run-time parameters: d} Use the total WIP and the flow time calculated in (c), then apply the Little's formula to get the flow rate and the actual CT. Underline the correct answer: a. The ow rate calculated using the Little's law is the same/more/Iess than the flow rate calculated in {c} using the Gantt chart. b. The actual CT calculated using the Little's law is the same/more/Iess than the actual CT calculated in {c} using the Gantt chart