Exam 28: Learning Curves
Exam 1: Introduction to Managing Global Operations and Supply Chains97 Questions
Exam 2: Operations and Supply Chain Strategies99 Questions
Exam 3: Project Management100 Questions
Exam 4: Supplement: Project Management100 Questions
Exam 5: Product and Service Innovations100 Questions
Exam 6: Supplement: Reliability98 Questions
Exam 7: Managing for Quality100 Questions
Exam 8: Quality Improvement and Control Tools100 Questions
Exam 9: Capacity Planning100 Questions
Exam 10: Supply Chain Design and Location Planning100 Questions
Exam 11: Process Design and Layout Planning100 Questions
Exam 12: Supplement: Tools for Analyzing, Designing, and Selecting Processes and Layouts99 Questions
Exam 13: Supplier Management100 Questions
Exam 14: Logistics Management100 Questions
Exam 15: Demand Management and Customer Service100 Questions
Exam 16: Demand Forecasting Methods100 Questions
Exam 17: Lean Operations and Supply Chains99 Questions
Exam 18: Inventory Management100 Questions
Exam 19: Inventory Control Models100 Questions
Exam 20: Sales and Operations Planning99 Questions
Exam 21: Master Scheduling and Material Requirements Planning100 Questions
Exam 22: Supplement: Capacity Requirements Planning, MRP II, ERP, and DRP100 Questions
Exam 23: Detailed Scheduling100 Questions
Exam 24: Linear Programming100 Questions
Exam 25: The Transportation Models100 Questions
Exam 26: Waiting Line Models100 Questions
Exam 27: Simulation100 Questions
Exam 28: Learning Curves99 Questions
Exam 29: Decision-Making Tools100 Questions
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______ is the simplest approach to solving learning curve problems.
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(Multiple Choice)
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Correct Answer:
A
Weston,Inc.,produces widgets.To manufacture a new type of widget,it took 22 iterations before the process reached a steady state of 10 hours.If Weston has a 96% learning rate,use the logarithmic approach to calculate the time it took to manufacture the first widget.
Free
(Multiple Choice)
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Correct Answer:
A
The first unit produced in a process takes 480 hours.As the number of units produced doubles,production time decreases by 18%.Using the arithmetic approach,calculate the production time for the eighth unit.
Free
(Multiple Choice)
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Correct Answer:
D
The first unit produced in a process takes 480 hours.As the number of units produced doubles,production time decreases by 18%.Using the arithmetic approach,calculate the production time for the 32nd unit.
(Multiple Choice)
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Acme,Inc.,produces widgets.To manufacture a new type of widget,it took 30 hours for the first widget.Acme estimates it has a 92% learning rate.Using the logarithmic approach,calculate the time it will take to manufacture the 26th widget.
(Multiple Choice)
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Weston,Inc.,produces widgets.To manufacture a new type of widget,it took 18 iterations before the process reached a steady state of 7 hours.If Weston has a 94% learning rate,use the logarithmic approach to calculate the time it took to manufacture the first widget.
(Multiple Choice)
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Acme,Inc.,produces widgets.To manufacture a new type of widget,it took 51 hours for the first widget.Acme estimates it has an 85% learning rate.Using the logarithmic approach,calculate the time it will take to manufacture the 148th widget.
(Multiple Choice)
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Acme,Inc.,produces widgets.To manufacture a new type of widget,it took 57 hours for the first widget.Acme estimates it has an 84% learning rate.Using the logarithmic approach,calculate the time it will take to manufacture the 114th widget.
(Multiple Choice)
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Learning curves can be used to determine the number of workers needed to meet planned production level targets.This statement is an application of learning curves in which of the following functions?
(Multiple Choice)
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Acme,Inc.,produces widgets.To manufacture a new type of widget,it took 78 hours for the first widget.Acme estimates it has a 92% learning rate.Using the logarithmic approach,calculate the time it will take to manufacture the 66th widget.
(Multiple Choice)
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Assume that it takes 100 hours to produce the first unit of a product,and the learning rate for this production process is 80%.Using the arithmetic approach,determine the labor hours required to produce the 4th unit.
(Multiple Choice)
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Which of the following statements is true about learning curves?
(Multiple Choice)
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Weston,Inc.,produces widgets.To manufacture a new type of widget,it took 12 iterations before the process reached a steady state of 8 hours.If Weston has a 77% learning rate,use the logarithmic approach to calculate the time it took to manufacture the first widget.
(Multiple Choice)
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The first unit produced in a process takes 480 hours.As the number of units produced doubles,production time decreases by 18%.Using the arithmetic approach,calculate the production time for the 16th unit.
(Multiple Choice)
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Weston,Inc.,produces widgets.To manufacture a new type of widget,it took 12 iterations before the process reached a steady state of 42 hours.If Weston has a 79% learning rate,use the logarithmic approach to calculate the time it took to manufacture the first widget.
(Multiple Choice)
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The first unit produced in a process takes 600 hours.As the number of units produced doubles,production time decreases by 32%.Using the arithmetic approach,calculate the production time for the 16th unit.
(Multiple Choice)
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Weston,Inc.,produces widgets.To manufacture a new type of widget,it took 23 iterations before the process reached a steady state of 36 hours.If Weston has a 98% learning rate,use the logarithmic approach to calculate the time it took to manufacture the first widget.
(Multiple Choice)
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The arithmetic approach is based on the assumption that as production doubles,the per-unit production time declines by a constant percentage,often referred to as ______.
(Multiple Choice)
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The first unit produced in a process takes 400 hours.As the number of units produced doubles,production time decreases by 20%.Using the arithmetic approach,calculate the production time for the 128th unit.
(Multiple Choice)
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