*Just need help with these! Just showing work so it can help!*

How many workstations does your solution require? After performing line balancing, what is the cycle time? What the total idle time? What are percent idle time and the efficiency?

Chois company wants to produce 50 cars during day. What is Takt time to complete 50 cars? Is it possible to do with the current Line-Balancing that you develop? Explain why or why not. If it is not possible, how can you change your Line-balancing?

Choi's company plans to open an assembly line in Raleigh, NC, for its new car. The tasks, precedence relationships, and task times are given in the following table. Q1 (4 pts). What is the current cycle time (before line balancing)? What is the current total idle time (before line balancing)? - Cycle Time = Production time available/ Unites required per day - Cycle Time =860/40 - Cycle Time =480/4012 - Total Time = Sum of Total Task Time - Total Time+ 54 minutes - Theoretical Min. Workstation =54/124.5 e_ 5 workstation - Idle Time =( Total Workstation * Cycle Time ) Total Time - Idle Time =(512)54 - Idle Time =6054 - Idle Time =6minutes Q2 (4 pts). Draw a precedence diagram for the tasks. Choi's company has determined that its productive daily operating time is 8 hours and requires 40 units of the new model to be assembled per day. What is the takt time? What is the theoretical minimum number of workstations? - Takt Time =480/4012 Conversion =8 hours =860480 Cycle Time: 480/40=12min - Theoretical Number of Workstations =54/124.5 i.e., 5 Sigma Time =7+3+3+2+6+7+5+3+5+5+8=54 Cycle Time =12 22 (4 pts). Develop workstation assignments by using the "largest eligible task" rule. Ideal Time = Cycle Time- Workstation Tome