To maximize net benefits, a manager must ensure that for the last unit of any activity or production...
A. |
the marginal benefit is greater than the marginal cost, MB > MC. |
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B. |
the marginal benefit is equal to the marginal cost, MB = MC. |
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C. |
the marginal benefit is less than the marginal cost, MB < MC. |
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D. |
there is no marginal benefit left to obtain, MB = 0. |
Answer- To maximize net benefits, a manager must ensure that for the last unit of any activity or production...
B. the marginal benefit is equal to the marginal cost, MB = MC.
Explanation- when MB > MC , the excess of marginal benefit from marginal cost represent a net benefit for society.
When MB < MC, then it costs a firm more to produce the last unit than the benefits we derive from the last unit. It means a firm could be better off if we reduced production.
When MB = MC , an extra unit of output will increase benefits more than it increase costs.
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