The time required to produce 100,000 t h , assuming the learning curve remains accurate on considering the learning curve derived in problem 30. Introduction: Learning curve strategy refers to the graphical representation of the relationship between cost and output over a fixed period.The learning curve is based on the idea that the process gets better overtime or as the task repeated. Learning rate is part of the learning curve. In the learning rate technique, learning grows withspecified percentage every time when the time is doubled.

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Chapter 1.10, Problem 34P

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To determine: The time required to produce 100,000^t^h, assuming the learning curve remains accurate on considering the learning curve derived in problem 30.

Introduction:

Learning curve strategy refers to the graphical representation of the relationship between cost and output over a fixed period.The learning curve is based on the idea that the process gets better overtime or as the task repeated.

Learning rate is part of the learning curve. In the learning rate technique, learning grows withspecified percentage every time when the time is doubled.

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