Macroeconomics: Private and Public Choice
Macroeconomics: Private and Public Choice
15th Edition
ISBN: 9781285453545
Author: Russell Sobel; Richard Stroup; James Gwartney; David Macpherson
Publisher: South-Western College Pub
Question
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Chapter 10, Problem 2CQ

(a)

To determine

Identify an increase in real wage rate impact on short-run aggregate supply.

(b)

To determine

Identify the impact on the short-run aggregate supply due to a natural disaster that destroyed half of the orange trees.

(c)

To determine

Identify the impact on the short-run aggregate supply due to an increase in the expected rate of inflation in the future.

(d)

To determine

Identify the impact on the aggregate demand as an increase in the world price of oil, a major import.

(e)

To determine

Identify the impact on the short-run aggregate supply as huge rainfall during the growing season in an agricultural state.

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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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