The market for smart phone applications is characterized by the following demand and supply curves. QD = D(P) = 15 - 3P QS = S(P) = 5 + 10P (a) Calculate the equilibrium price and quantity for this market. (b) The government is considering introducing a per unit subsidy of t on each electric car that is purchased. Suppose that the statutory incidence of this subsidy will be on buyers. Using the equilibrium conditions, D(Pn - t) = S(Pn) = Q* (i.e. that demand equals supply in equilibrium), derive an equation in terms of es and ed that describes what fraction of the subsidy is borne by buyers/consumers. (c) Suppose that the unit tax is set at t = 0.1 per unit. What is the excess burden of this tax per dollar of revenue raised? (d) Suppose that we incorrectly assumed that supply was perfectly elastic and there was no impact of the tax on the equilibrium price received by sellers. Would EB/Tax Revenue be higher or lower than what you calculated in part (c)? In 4 sentences, explain your answer.

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
Chapter2: Fundamental Economic Concepts
Section: Chapter Questions
Problem 1E: For each of the determinants of demand in Equation 2.1, identify an example illustrating the effect...
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The market for smart phone applications is characterized by the following demand and
supply curves.
QD = D(P) = 15 - 3P
QS = S(P) = 5 + 10P
(a) Calculate the equilibrium price and quantity for this market.
(b) The government is considering introducing a per unit subsidy of t on each electric
car that is purchased. Suppose that the statutory incidence of this subsidy will be on
buyers. Using the equilibrium conditions, D(Pn - t) = S(Pn) = Q* (i.e. that demand equals
supply in equilibrium), derive an equation in terms of es and ed that describes what
fraction of the subsidy is borne by buyers/consumers.
(c) Suppose that the unit tax is set at t = 0.1 per unit. What is the excess burden of this
tax per dollar of revenue raised?
(d) Suppose that we incorrectly assumed that supply was perfectly elastic and there
was no impact of the tax on the equilibrium price received by sellers. Would EB/Tax
Revenue be higher or lower than what you calculated in part (c)? In 4 sentences, explain
your answer.
Transcribed Image Text:The market for smart phone applications is characterized by the following demand and supply curves. QD = D(P) = 15 - 3P QS = S(P) = 5 + 10P (a) Calculate the equilibrium price and quantity for this market. (b) The government is considering introducing a per unit subsidy of t on each electric car that is purchased. Suppose that the statutory incidence of this subsidy will be on buyers. Using the equilibrium conditions, D(Pn - t) = S(Pn) = Q* (i.e. that demand equals supply in equilibrium), derive an equation in terms of es and ed that describes what fraction of the subsidy is borne by buyers/consumers. (c) Suppose that the unit tax is set at t = 0.1 per unit. What is the excess burden of this tax per dollar of revenue raised? (d) Suppose that we incorrectly assumed that supply was perfectly elastic and there was no impact of the tax on the equilibrium price received by sellers. Would EB/Tax Revenue be higher or lower than what you calculated in part (c)? In 4 sentences, explain your answer.
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