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AndrewKraus AndrewKraus
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6 years ago
In most cases, optimization in differences is faster and easier than optimization in levels because:
A) the former involves fewer steps to arrive at a conclusion.
B) the former uses simpler arithmetic tools in comparison to the latter.
C) the former focuses only on the benefits of an option, ignoring all calculations involving costs.
D) the former only focuses on the key differences between options and ignores things in common.
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Microeconomics

Microeconomics


Edition: 1st
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SudzburySudzbury
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AndrewKraus Author
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#2
6 years ago
Excellent answer, thx
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