3. The increase in the license fee is represented as a parallel upward shift of the total
cost line, whereas the per-unit tax on effort is represented as a leftward rotation of
the total cost curve around the zero effort point. The latter increases the marginal
cost of fishing effort, while the former has no effect on the marginal cost.
In the private-property fishery, the license fee will have no effect on effort
(unless it is so high as to make fishing unprofitable, in which case the effort will
drop to zero), while the tax on effort will unambiguously reduce effort.
In the free-access fishery, both will reduce effort by exactly the same amount.
(Remember, in the free-access fishery the equilibrium occurs where total cost
equals total benefit. Since these two policy instruments raise the same revenue,
both affect total cost by the same amount.)
4. When trying to reduce the degree of inefficiency from an open-access fishery,
a regulation that increases the marginal cost of fishing effort by banning cer-
tain types of gear would be less efficient than a tax on effort. Although they
both rotate the total cost of effort upward, the tax imposes a transfer cost,
which is compatible with efficiency because it does not waste net benefits, and
the gear restriction is incompatible with efficiency because in this case the net
benefits are simply lost, not merely transferred.
5. a. In answering this question remember that the benefits are defined as price
times the quantity of fish harvested. A fall in the price of fish would be reflected
as a movement inward of that benefit curve.
In the typical economic model of an efficient fishery, a fall in the price
of fish would generally result in a smaller sustainable harvest. The effi-
cient level of effort is determined where MB = MC. A fall in the price of
fish lowers MB, but leaves MC unchanged. The only way to reestablish
MB = MC is by increasing MB by lowering effort, which, because the effi-
cient point is to the left of the maximum sustained yield, would lower the
sustainable harvest.
b. If the fishery allows free access, the effect is a bit more complex. Remember
for a free-access fishery the equilibrium level of effort occurs where TB = TC.
In this case, because the TB curve has shifted downward, the effort level is
reduced. That effect is the same as in (a). However, in this case because the
free-access equilibrium is normally to the right of the maximum sustained
yield effort level, lowering the effort level means a higher sustained harvest.
In essence, in this case, taking the pressure off the fish population allows that
population to experience more sustained growth, which means that more fish
can be caught with less effort.
6. a. This change is such that the after curve has a flatter slope, but a higher inter-
cept with the Y-axis. For the static efficient level of effort, where MB = MC,
the MC would have fallen. Reestablishing MB = MC would be accomplished
by expanding effort (thereby, lowering MB—remember MB is the tangent to
(or slope of) the TB curve) until it once again equaled MC. Increasing effort
on this side of maximum sustained yield point would necessarily increase the
size of the sustained harvest.
615Answers to Self-Test Exercises