OPERATIONS MANAGEMENTW/OML LAB >C<
OPERATIONS MANAGEMENTW/OML LAB >C<
17th Edition
ISBN: 9781323432464
Author: HEIZER
Publisher: PEARSON C
bartleby

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Chapter E, Problem 5P

a)

Summary Introduction

To determine: The time taken for the 5th liver transplant.

Introduction:

Learning curve:

Learning curve is based on the premise that when a person is repeating a task or job again and again, the performance of the person on that job or task will improve. It will depict relationship between cost and output over a definitive period of time.

b)

Summary Introduction

To determine: The time taken for first 5 transplants.

Introduction:

Learning curve:

Learning curve is based on the premise that when a person is repeating a task or job again and again, the performance of the person on that job or task will improve. It will depict relationship between cost and output over a definitive period of time.

c)

Summary Introduction

To determine: The time taken for the 18th liver transplant.

Introduction:

Learning curve:

Learning curve is based on the premise that when a person is repeating a task or job again and again, the performance of the person on that job or task will improve. It will depict relationship between cost and output over a definitive period of time.

d)

Summary Introduction

To determine: The time taken for all 18 transplants.

Introduction:

Learning curve:

Learning curve is based on the premise that when a person is repeating a task or job again and again, the performance of the person on that job or task will improve. It will depict relationship between cost and output over a definitive period of time.

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Beth Zion Hospital has received initial certification from the state of California to become a center for liver transplants. The​ hospital, however, must complete its first 18 transplants under great scrutiny and at no cost to the patients. The very first​ transplant, just​ completed, required 28 hours. On the basis of research at the​ hospital, Beth Zion estimates that it will have an 75​% learning curve. Using Table E.3, estimate the time it will take to​ complete: Unit number 5 75%  Unit time: .513 Total time: 3.459   80% Unit number 5 Unit time: .596 Total time: 3.738   85% Unit number 5 Unit time: .686 Total time: 4.031   Unit number 18 75% Unit time: .301 Total time: .8.245   Unit number 18 80% Unit time: 3.94 Total Time: 9.716   Unit number 18 85% Unit time: .508 Total time: 11.405   a) the 5th transplant = 14.36 hours   b) the first 5 transplant =  ?  hours (round your response to two decimal places)
NUBD Company is planning to introduce a new product with an 85 percent learning rate for production for batches of 1,000 units. The variable labor costs are P30 per unit for the first 1,000-unit batch. Each batch requires 100 hours. There are P10,000 in fixed costs not subject to learning. What is the cumulative total time (labor hours) to produce 2,000 units based on the cumulative average-time learning curve?
National Company is planning to introduce a new product with an 85 percent learning rate for production for batches of 1,000 units. The variable labor costs are P30 per unit for the first 1,000-unit batch. Each batch requires 100 hours. There are P10,000 in fixed costs not subject to learning.   What is the cumulative average time per batch using the incremental unit-time learning curve for 2,000 units?
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