Suppose there are two firms 1 and 2, whose abatement costs are given by c₁ (e₁) and C2 (е2), where e denotes emissions and subscripts denote the firm. We assume that c{(e) < 0; c'(e) > 0 for i = 1,2 and for any level of emission e we have c₁'(e) # c₂' (e). Furthermore, assume the two firms make different contributions towards pollution concentration in a nearby river captured by the transfer coefficients ε₁ and 2 such that for any level of emission e we have C₂'(e) # The regulator does not know the resulting C₁'(e) Τι environmental damages. Using an analytical approach explain carefully how the regulator may limit the concentration of pollution using (i) a Pigouvian tax scheme and (ii) uniform emissions standards. Discuss the cost-effectiveness of both approaches to control pollution.
Suppose there are two firms 1 and 2, whose abatement costs are given by c₁ (e₁) and C2 (е2), where e denotes emissions and subscripts denote the firm. We assume that c{(e) < 0; c'(e) > 0 for i = 1,2 and for any level of emission e we have c₁'(e) # c₂' (e). Furthermore, assume the two firms make different contributions towards pollution concentration in a nearby river captured by the transfer coefficients ε₁ and 2 such that for any level of emission e we have C₂'(e) # The regulator does not know the resulting C₁'(e) Τι environmental damages. Using an analytical approach explain carefully how the regulator may limit the concentration of pollution using (i) a Pigouvian tax scheme and (ii) uniform emissions standards. Discuss the cost-effectiveness of both approaches to control pollution.
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
Chapter16: Government Regulation
Section: Chapter Questions
Problem 9E
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Transcribed Image Text:Suppose there are two firms 1 and 2, whose abatement costs
are given by c₁ (e₁) and C2 (е2), where e denotes emissions and
subscripts denote the firm.
We assume that c{(e) < 0; c'(e) > 0 for i = 1,2 and for any
level of emission e we have c₁'(e) # c₂' (e).
Furthermore, assume the two firms make different contributions
towards pollution concentration in a nearby river captured by the
transfer coefficients ε₁ and 2 such that for any level of emission
e we have C₂'(e)
# The regulator does not know the resulting
C₁'(e) Τι
environmental damages. Using an analytical approach explain
carefully how the regulator may limit the concentration of
pollution using (i) a Pigouvian tax scheme and (ii) uniform
emissions standards. Discuss the cost-effectiveness of both
approaches to control pollution.
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