EBK INTERMEDIATE MICROECONOMICS AND ITS
EBK INTERMEDIATE MICROECONOMICS AND ITS
12th Edition
ISBN: 9781305176386
Author: Snyder
Publisher: YUZU
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Chapter 7.3, Problem 1TTA
To determine

To indicate: If the minimum efficient scale is constant. Also, to indicate the change in minimum efficient scale due to technology in any one of the industry.

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Think about several different types of industries or markets and the amount of time it might take to change the scale of operation and the size of the production facility for each of these examples. The long-run is a period of time long enough so that all inputs, including facility and equipment, are variable, while in the short run at least one input is fixed. Think about how much time it would take to change the scale of operation for a restaurant, for an automobile plant, for a website designing company... Does it seem that the amount of time that separates the long run from the short run is industry-specific, rather than a set period of time? Share three specific examples.  Describe in detail how Diminishing Marginal Product arises from the assumption that some of a business's inputs are in fixed quantity over the period of time that is the short run. Often the convention is to assume that the business's production facility and the capital stock within it are the fixed factors of…
The Mini-Case "Economies of Scale at Google" describes economies of scale for Google Cloud Storage. The cost function for this service is well approximated by C = F + cq, where C is total cost, F is fixed cost, c is a constant, and q is output. What is marginal cost for this cost function? What are the average fixed costs, average variable cost, and average cost? Over what range of output does google have economies of scale?   If the general nature of this problem is bothering you let c = 10 and answer each question, then generalize to c being a constant.   Marginal cost is a contant, MC = c.
At what level of output is minimum efficient scale realized?
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