- Salmon and tuna are substitutes in perfectly com-
petitive markets that are experiencing long-run
equilibrium.
(A) Suppose that an unforeseen change in the
weather patterns of the Pacific Ocean dra-
matically reduces the salmon population
while leaving the tuna populations unaf-
fected. In a correctly labeled graph, show
how this weather pattern initially affects:
i. Equilibrium price and quantity in the
market for salmon
(B) Charlie owns a perfectly competitive tuna fish-
ing boat. Explain how changes in the market
for salmon affect each of the following:
i. Price of tuna in the market
ii. Quantity of tuna produced in the market
iii. Quantity of tuna produced by Charlie’s
firm
iv. Economic profit or loss for Charlie’s firm
(C) Suppose that, in the nation of Cascadia, the
domestic price of tuna is higher than the
world price of tuna.
i. Will Cascadia be an exporter or an
importer of tuna? Explain.
ii. If the government of Cascadia acts to
protect domestic tuna producers by
imposing a tariff on foreign tuna, indi-
cate how this policy would affect
- the price that consumers in Cascadia
pay for tuna. - consumer surplus in the domestic
tuna market.
2. Assume the following about the market for ciga-
rettes:- Cigarettes are sold in a competitive market.
- Cigarettes have no close substitute.
- The demand for cigarettes is price inelastic.
Suppose now that the government imposes a per
unit excise tax on producers of cigarettes.
(A) Using a correctly labeled graph, show the
impact of the excise tax on each of the follow-
ing in the cigarette market:
i. Price
ii. Output
iii. The area of tax revenue collected by the
government
iv. Deadweight loss from the tax
(B) Given that demand for cigarettes is price
inelastic, will consumer spending on ciga-
rettes increase, decrease, or remain constant?
How do you know?
AP Microeconomics Practice Exam 2 ‹ 201
AP Microeconomics Practice Exam 2, Section II
Free-Response Questions
Planning time—10 minutes
Writing time—50 minutes
At the conclusion of the planning time, you have 50 minutes to respond to the following three questions.
Approximately half of your time should be given to the first question, and the second half should be divided
evenly between the remaining two questions. Be careful to clearly explain your reasoning and to provide clear
labels to all graph axes and curves.