EP PRIN.OF OPERATIONS MGMT.-MYOMLAB
EP PRIN.OF OPERATIONS MGMT.-MYOMLAB
10th Edition
ISBN: 9780134183848
Author: HEIZER
Publisher: PEARSON CO
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Chapter 9, Problem 15P

The Action Toy Company has decided to manufacture a new train set the production of which is broken into six steps. The demand for the train is 4,800 units per 40-hour workweek:

Chapter 9, Problem 15P, The Action Toy Company has decided to manufacture a new train set the production of which is broken

a) Draw a precedence diagram of this operation.

b) Given the demand, what is the cycle time for this operation?

c) What is the theoretical minimum number of workstations?

d) Assign tasks to workstations.

e) How much total idle time a present each cycle?

f) What is the efficiency of the assembly line with five stations? With six stations?

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The Action Toy Company has decided to manufacture a new train set, the production of which is broken into six steps. The demand for the train is 4,800 units per 40- hourworkweek: a) Draw a precedence diagram of this operation. b) Given the demand, what is the cycle time for this operation? c) What is the theoretical minimum number of workstations? d) Assign tasks to workstations. e) How much total idle time is present each cycle? f) What is the efficiency of the assembly line with five stations? With six stations? TASK PERFORMANCE TIME (sec) PREDECESSORS A 20 None 30 15 15 A E 10 В. С 30 D, E
To meet holiday demand, Alex's Pie Shop requires a production line that is capable of producing 50 pecan pies per week, while operating only 40 hours per week. There are only four steps required to produce a single pecan pie with respective processing times of 5 minutes, 5 minutes, 45 minutes, and 15 minutes. a. What should be the line's cycle time? b. What is the smallest number of workstations Alex could hope for in designing the line considering this cycle time? c. Suppose that Alex finds a solution that requires only four stations. What would be the efficiency of this line?
The three-station work cell illustrated in the figure below has a product that must go through one of the two machines at station 1 (they are parallel) before proceeding to station 2. Q Capacity: 30 units/hr Station 1 Machine A Station 1 Machine B Capacity: 30 units/hr Station 2 Capacity: 10 units/hr a) The bottleneck time of the system is b) What is the bottleneck station of this work cell c) What is the throughput time? Station 3 Capacity: 6 units/hr minutes per unit (enter your response as a whole number).
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