Comparing the market for Airbnb rentals for the two years is complicated by the fact that the graph depicts three changes: total demand increases, total supply increases, and the slope of the demand curve changes. To isolate the effect of elasticity on deadweight loss and government revenue, consider the following scenario: Suppose the government wants to estimate the tax revenues from room rentals for 2030, and economic models predict two different scenarios (A and B), each with a different demand curve (labeled Demand, and Demands, respectively, on the following graph). Use the objects to the right of the graph to help you determine the potential deadweight loss and revenues generated by the same $30 tax in 2030 under each scenario and enter these values into the following table. (Note: You will not be graded on your placement of any of the objects on the graph.) 200 Demand, 190 Tax Revenue 180 Demand, 170 160 Deadweight Loss 150 140 130 120 110 Supplyo 100 20 40 60 80 100 120 140 160 180 200 RENTALS (Rooms per day) PRICE (Dollars per rental)

Managerial Economics: Applications, Strategies and Tactics (MindTap Course List)
14th Edition
ISBN:9781305506381
Author:James R. McGuigan, R. Charles Moyer, Frederick H.deB. Harris
Publisher:James R. McGuigan, R. Charles Moyer, Frederick H.deB. Harris
Chapter4: Estimating Demand
Section: Chapter Questions
Problem 6E
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Comparing the market for Airbnb rentals for the two years is complicated by the fact that the graph depicts three changes: total demand increases,
total supply increases, and the slope of the demand curve changes. To isolate the effect of elasticity on deadweight loss and government revenue,
consider the following scenario:
Suppose the government wants to estimate the tax revenues from room rentals for 2030, and economic models predict two different
scenarios (A and B), each with a different demand curve (labeled Demand, and Demandg, respectively, on the following graph).
Use the objects to the right of the graph to help you determine the potential deadweight loss and revenues generated by the same $30 tax in 2030
under each scenario and enter these values into the following table. (Note: You will not be graded on your placement of any of the objects on the
graph.)
200
Demand,
190
Tax Revenue
180
Demand,
170
160
Deadweight Loss
150
140
130
120
110
Supplyc30
100
20
40
60
100
120
140
160
180
200
RENTALS (Rooms per day)
PRICE (Dollars per rental)
Transcribed Image Text:Comparing the market for Airbnb rentals for the two years is complicated by the fact that the graph depicts three changes: total demand increases, total supply increases, and the slope of the demand curve changes. To isolate the effect of elasticity on deadweight loss and government revenue, consider the following scenario: Suppose the government wants to estimate the tax revenues from room rentals for 2030, and economic models predict two different scenarios (A and B), each with a different demand curve (labeled Demand, and Demandg, respectively, on the following graph). Use the objects to the right of the graph to help you determine the potential deadweight loss and revenues generated by the same $30 tax in 2030 under each scenario and enter these values into the following table. (Note: You will not be graded on your placement of any of the objects on the graph.) 200 Demand, 190 Tax Revenue 180 Demand, 170 160 Deadweight Loss 150 140 130 120 110 Supplyc30 100 20 40 60 100 120 140 160 180 200 RENTALS (Rooms per day) PRICE (Dollars per rental)
Deadweight Loss
Tax Revenue
Scenario
(Dollars per day)
(Dollars per day)
A
B
Under scenario A, demand is relatively
elastic, and the tax results in a
deadweight loss and
government revenue than
under scenario B. This suggests that, all other things being equal, the government should tax industries with a relatively
elasticity of
demand if it wants to minimize deadweight loss.
Transcribed Image Text:Deadweight Loss Tax Revenue Scenario (Dollars per day) (Dollars per day) A B Under scenario A, demand is relatively elastic, and the tax results in a deadweight loss and government revenue than under scenario B. This suggests that, all other things being equal, the government should tax industries with a relatively elasticity of demand if it wants to minimize deadweight loss.
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