8. Engineers sometimes rely on the "0.6 rule," which states that the increase in cost is given by the increase in capacity raised to the 0.6 power; that is, C, = C,(X,/X,)06 where C, and C, are the costs of two pieces of equipment, and X, and X, are their respective capacities. a. Does the 0.6 rule suggest economies of scale? b. Some experts have stated that in the chemical and metal industries, the 0.6 rule can be applied to entire plants rather than individual pieces of equipment. If so, will the long-run average cost curve in these industries tend to be negatively sloped? Can vou think of a way to test whether this rule is correct? C.

Microeconomics A Contemporary Intro
10th Edition
ISBN:9781285635101
Author:MCEACHERN
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Chapter7: Production And Cost In The Firm
Section7.A: Appendix: A Closer Look At Production And Cost
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8. Engineers sometimes rely on the "0.6 rule," which states that the increase in
cost is given by the increase in capacity raised to the 0.6 power; that is,
C, = C,(X,/X,)06
where C, and C, are the costs of two pieces of equipment, and X, and X, are
their respective capacities.
a. Does the 0.6 rule suggest economies of scale?
b. Some experts have stated that in the chemical and metal industries, the
0.6 rule can be applied to entire plants rather than individual pieces of
equipment. If so, will the long-run average cost curve in these industries
tend to be negatively sloped?
c. Can you think of a way to test whether this rule is correct?
Transcribed Image Text:8. Engineers sometimes rely on the "0.6 rule," which states that the increase in cost is given by the increase in capacity raised to the 0.6 power; that is, C, = C,(X,/X,)06 where C, and C, are the costs of two pieces of equipment, and X, and X, are their respective capacities. a. Does the 0.6 rule suggest economies of scale? b. Some experts have stated that in the chemical and metal industries, the 0.6 rule can be applied to entire plants rather than individual pieces of equipment. If so, will the long-run average cost curve in these industries tend to be negatively sloped? c. Can you think of a way to test whether this rule is correct?
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