Economics 849 Midterm
Prof. Bryan Caplan
Fall, 2005
Part 1: True,
False, and Explain
(10 points each - 2
for the right answer, and 8 for the explanation)
State whether each of the following six propositions is true
or false. In 2-3 sentences (and clearly-labeled
diagrams, when helpful),
explain why.
1. Suppose you receive a phone call from the General Social Survey asking whether you favor or oppose using quarantines to prevent bird flu. Counting yourself, there are 2001 people in this survey. Each of the other respondents has a 51% chance of supporting the quarantine and a 49% chance of opposing it. There is an 10% chance that politicians will do whatever the majority of poll respondents want; otherwise they ignore the poll. You only respond to the poll if you have at least a .1% chance of changing policy.
T, F, and Explain:
You will respond to the poll.
TRUE. The probability that your response changes
policy is .
2. T, F, and Explain:
The existence of negative
externalities is always inefficient.
FALSE. Negative externalities are only inefficient
if the SB of their existence exceeds the SC.
The externalities that remain after the imposition of an optimal tax are
efficient; so are the externalities that remain after optimal Coasean
bargaining. In fact, the existence of
infra-marginal externalities is efficient even if nothing is done about them.
3. The
T, F, and Explain:
If
FALSE. This would be true for a national tax cut; with highly inelastic supply, the (price + tax)
would have to remain roughly constant to clear the market. However, it is not true for a state tax cut, because
I gave partial credit to
students to observed that it demand were also highly inelastic, suppliers and
demanders would share the tax cut.
4. Delli Carpini and Keeter show (Table 4.1) that the variables that affect political knowledge usually work across the board. For example, education predicts greater knowledge in all six of the categories they study.
T, F, and Explain:
The same is true for gender; women get lower scores in all six
categories of political knowledge.
TRUE. The coefficient on gender is negative for all
six categories, although it is not statistically significant for the gender
sub-category. (I gave full credit to
students who gave this answer but said FALSE on the grounds that the
statistically insignificant coefficient could easily equal 0).
5. T, F, and
Explain: Log-rolling and the
“Miracle of Aggregation” are two solutions to the problem of social
intransitivity.
FALSE. Log-rolling is a solution to social
intransitivity, because bargaining allows people to express preference
intensities/willingness to pay, and willingness to pay is always socially
transitive. But the Miracle of
Aggregation has nothing to do with this problem. It only says that the preferences of the
well-informed guide policy. It is quite
possible that the preferences of this sub-group are socially intransitive.
6. Suppose law is determined by a single legislative house, but the interpretation of the law is decided by one Supreme Judge. Legislators know that the Supreme Judge is more liberal than the median legislator.
T, F, and Explain:
Equilibrium policy might actually become more liberal if the
Supreme Judge resigned and let the legislature appoint a replacement.
TRUE. As explained in lecture, if legislators KNOW
that judges will misinterpret their policies in a liberal direction,
legislators will respond either by refusing to pass legislation, or by passing
legislation that is more conservative than the legislators actually want. If the Supreme Judge resigned, the
legislators would replace him with a Judge who shared their median preference,
and could then approve new legislation without worrying that it will be
"highjacked" by the judiciary.
I also gave full credit to
students who observed that with only one
legislative house, judges in the Cooter model actually have no discretion. This is correct unless there are transactions
costs of passing "clarifying" legislation.
Part 2: Short
Essays
(20 points each)
In 6-8 sentences, answer all of the following questions.
1. Suppose the number of murders is completely insensitive to criminal punishment. Could it still be Kaldor-Hicks efficient to punish criminals? Explain your answer.
[The second sentence of this
question should have read "murderers," not criminals, and most
students answered it that way. Students
could get full credit for either answering the intended or the literal question.]
Reading the question
literally: Even if murder were
insensitive to punishment, it does not follow that all crime is insensitive to punishment, so there could still be
valuable deterrence benefits of punishment.
Furthermore, even if murder were insensitive to punishment, it does not
follow that the type of murder is
insensitive to punishment, so there could still be some efficient gains. Finally, even if no aspect of murderers'
behavior changed due to punishment, the public could still enjoy direct revenge
benefits. If the public gets $10,000,000
in satisfaction from having a criminal executed, and the criminal would pay
only $1,000,000 to save himself, then execution is the Kaldor-Hicks efficient
decision.
2. Suppose a third party (e.g. the Greens or Libertarians) hires you as a voting theory consultant. The party wants strategic advice on the best way to push policy in its preferred direction. What would you recommend? Explain your reasoning.
There are several routes to
take. One important one is to offer to
support the party closer to yourself IF they take more extreme positions. Dropping out irrevocably shifts the median position AWAY from your own; dropping
out conditionally pressures the party
closer to you to become more extreme – albeit at higher risk of losing
altogether. Another strategy would be
for the extremists to donate money to the major party they dislike the least in
exchange for more extreme policies.
Other ideas: Third parties could devote their energies to
changing the position of the median voter through education, campaigning,
etc. Or, they could donate all their
money to the OTHER third party in order to help them siphon off voters from the
major party! This would pull the median
voter in the desired direction.
3. Suppose local governments acted like perfectly competitive firms. Which of the rationales for redistribution discussed in class, if any, would be most likely to guide local policy? Explain.
With
perfect competition, most forms of redistribution will be impossible, because
the losers could costlessly switch their location to escape the burden. Redistribution as investment or insurance
would fail unless the local government were as efficient as the market's
investment and insurance options. Even
redistribution to correct externalities has a serious problem: Given perfect
competition, paying young, able-bodied males not to commit crimes attracts infinitely
more young able-bodied males to your locality.
However,
there are at least two exceptions to this rule.
First,
taxing people who create negative
externalities and redistributing to people who create positive externalities
would work. Instead of giving welfare to
the homeless, you could tax them extra.
They could threaten to leave, but in equilibrium other localities would
want to tax them as well. This is no
different from a nightclub making men pay a higher cover charge.
Second,
you could redistribute more flexibly if you imposed residency requirements.
People might prefer to live in an area where the local government helps
the homeless, but not if this just attracts more homeless people. Limiting public assistance to people who have
lived in your locality for a couple of years largely solves this problem.