OPERATION MANAGEMENT
OPERATION MANAGEMENT
2nd Edition
ISBN: 9781260242423
Author: CACHON
Publisher: MCG
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Chapter 6, Problem 11CQ
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To determine: The correct option for the given information.

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Recall from the lecture that the functional form for a learning curve (LC) is y = axb where y is time to produce the most recent unit and x is the cumulative production. Here, the coefficient a is the time required to produce the first unit. The exponent (b), which is negative value, represents the learning rate. Consider a production system that needs to produce its main product based on 75% learning curve. It was measured that it took 180 minutes to produce the first unit from this production system. A. How much time would it take to produce the 20th unit? Show your work. B. Suppose the 20th unit was just produced and customer placed order of 10 more units. How much time would it take to produce those 10 more units? Use definite integral method with adjusted range. Show your work. C. What is the production rate for producing 10 units in the above question (#1.B) in the dimension of [parts/hour]? Show your work.
Consider the trajectory showing the percentage of customer orders in a restaurant thatwere handled correctly. What shape would a learning curve have in this setting?a. Exponential growthb. Exponential decayc. Diminishing return growth
Assume a learning curve following the power law. If you double the initial cost c(1) of aproduct, the cost of the 21st unit, c(21), will:a. stay the same.b. be reduced by 50 percent.c. be doubled.d. increase by a factor of ln(2).
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