57) In the figure above, at the allocatively efficient level of computer production consumers are
willing to give up
A) 0 televisions per computer.
B) between 0 and 3 televisions per computer.
C) 3 televisions per computer.
D) more than 3 televisions per computer.
58) In the figure above, at the allocatively efficient level of computer production the marginal
cost of producing a computer is
A) 0 televisions per computer.
B) between 0 and 3 televisions per computer.
C) 3 televisions per computer.
D) more than 3 televisions per computer.
59) The most anyone is willing to pay for another purse is $30. Currently the price of a purse is
$40, and the cost of producing another purse is $50. The marginal benefit of a purse is
A) $50.
B) $40.
C) $30.
D) an amount not given in the answers above.
60) If the marginal benefit from another computer exceeds the marginal cost of the computer,
then to use resources allocatively efficiently
A) more resources should be used to produce computers.
B) fewer resources should be used to produce computers.
C) if the marginal benefit exceeds the marginal cost by as much as possible, the efficient amount
of resources are being used to produce computers.
D) None of the above is correct because marginal benefit and marginal cost have nothing to do
with using resources allocatively efficiently.