Bundle: Essentials Of Economics, 8th + Mindtap Economics, 1 Term (6 Months) Printed Access Card
Bundle: Essentials Of Economics, 8th + Mindtap Economics, 1 Term (6 Months) Printed Access Card
8th Edition
ISBN: 9781337378833
Author: N. Gregory Mankiw
Publisher: Cengage Learning
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Chapter 5, Problem 6PA

The price of coffee rose sharply last month, while the quantity’ sold remained the same. Five people suggest various explanations:

  Leonard: Demand increased, but supply was perfectly inelastic.

  Sheldon: Demand increased, but it was perfectly inelastic.

  Penny: Demand increased, but supply decreased at the same time.

  Howard: Supply decreased, but demand was unit elastic.

  Raj: Supply decreased, but demand was perfectly inelastic.

Who could possibly be right? Use graphs to explain your answer.

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Section 1 Answer all questions. Show all your workings. (a) Suppose there are two firms 1 and 2, whose abatement costs are given by c₁(e₁) and c₂ (e₂), where e denotes emissions and subscripts denote the firm. We assume that 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 2(e) +2 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. [200 marks] (b) "Whether the regulator sells or gives away tradeable emission permits free of charge, the quantities of emissions produced by firms are the…
Section 1 Answer all questions. Show all your workings. (a) Suppose there are two firms 1 and 2, whose abatement costs are given by c₁(e₁) and c₂ (e₂), where e denotes emissions and subscripts denote the firm. We assume that 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 2(e) +2 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. [200 marks] (b) "Whether the regulator sells or gives away tradeable emission permits free of charge, the quantities of emissions produced by firms are the…
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