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© 2005 Pearson Education Canada Inc. 10.1 Chapter 10 Chapter 10 Monopoly Monopoly
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© 2005 Pearson Education Canada Inc. 10.1 Chapter 10 Monopoly.

Jan 19, 2016

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Page 1: © 2005 Pearson Education Canada Inc. 10.1 Chapter 10 Monopoly.

© 2005 Pearson Education Canada Inc.10.1

Chapter 10Chapter 10

MonopolyMonopoly

Page 2: © 2005 Pearson Education Canada Inc. 10.1 Chapter 10 Monopoly.

© 2005 Pearson Education Canada Inc.10.2

MonopolyMonopoly

A firm is a monopoly if no other firm A firm is a monopoly if no other firm produces the same good or a close produces the same good or a close substitute for it.substitute for it.

The degree to which goods are The degree to which goods are substitutes is measured by the substitutes is measured by the cross cross price elasticity price elasticity of demandof demand

Page 3: © 2005 Pearson Education Canada Inc. 10.1 Chapter 10 Monopoly.

© 2005 Pearson Education Canada Inc.10.3

The Monopolist’s Revenue FunctionThe Monopolist’s Revenue Function

A monopolist faces a downward sloping A monopolist faces a downward sloping market demand curve. market demand curve.

To sell additional units the monopolist To sell additional units the monopolist must lower its price. p=D(y).must lower its price. p=D(y).

Since all units must sell for the same Since all units must sell for the same price, p=average revenue (AR).price, p=average revenue (AR).

Total revenue is output times price: Total revenue is output times price: TR(y)=y(D)TR(y)=y(D)

Page 4: © 2005 Pearson Education Canada Inc. 10.1 Chapter 10 Monopoly.

© 2005 Pearson Education Canada Inc.10.4

The Monopolist’s Revenue FunctionThe Monopolist’s Revenue Function

Marginal revenue MR(y) is the rate at Marginal revenue MR(y) is the rate at which total revenue changes with which total revenue changes with changes in output.changes in output.

Since the monopolist must reduce price Since the monopolist must reduce price to sell additional units of output, for any to sell additional units of output, for any positive output, MR is less than price.positive output, MR is less than price.

As As ΔΔp approaches zero, MR is equal to (p) p approaches zero, MR is equal to (p) plus quantity (y) multiplied by the slope plus quantity (y) multiplied by the slope of the demand curve. of the demand curve.

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© 2005 Pearson Education Canada Inc.10.5

Figure 10.1 The monopolist’s marginal revenueFigure 10.1 The monopolist’s marginal revenue

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© 2005 Pearson Education Canada Inc.10.6

Marginal Revenue and Price Marginal Revenue and Price Elasticity of DemandElasticity of Demand

Price elasticity of demand (E) at a Price elasticity of demand (E) at a point (y, p) on the demand curve is:point (y, p) on the demand curve is:

E=p/(y x slope of demand curve)E=p/(y x slope of demand curve) Rearranging: MR(y)=p(1-1/Rearranging: MR(y)=p(1-1/llEEll)) Marginal revenue is positive if Marginal revenue is positive if

demand is price elastic and is demand is price elastic and is negative of demand is price inelastic.negative of demand is price inelastic.

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© 2005 Pearson Education Canada Inc.10.7

Figure 10.2 A linear demand function and the Figure 10.2 A linear demand function and the associated total and marginal revenue functionsassociated total and marginal revenue functions

Page 8: © 2005 Pearson Education Canada Inc. 10.1 Chapter 10 Monopoly.

© 2005 Pearson Education Canada Inc.10.8

From Figure 10.2From Figure 10.2

Linear demand curve: P=a-byLinear demand curve: P=a-by TR=P*y, Therefore: TR(y)=ay-byTR=P*y, Therefore: TR(y)=ay-by22

MR(y)=a-2byMR(y)=a-2by The demand curve intersects the The demand curve intersects the

quantity axis at a/b.quantity axis at a/b. The MR curve intersects the quantity The MR curve intersects the quantity

axis at a/2b.axis at a/2b.

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© 2005 Pearson Education Canada Inc.10.9

From Figure 10.2From Figure 10.2

1.1. When TR function has a positive When TR function has a positive slope, MR is positive.slope, MR is positive.

2.2. When the TR function is at its When the TR function is at its maximum, MR is zero.maximum, MR is zero.

3.3. When TR function has a negative When TR function has a negative slope slope, MR is negative.slope slope, MR is negative.

Page 10: © 2005 Pearson Education Canada Inc. 10.1 Chapter 10 Monopoly.

© 2005 Pearson Education Canada Inc.10.10

Maximizing Profit Maximizing Profit

Maximize profit by choosing output (y*) Maximize profit by choosing output (y*) where MC intersects MR (from below).where MC intersects MR (from below).

From the demand curve, find the price From the demand curve, find the price (p*) that corresponds with the profit (p*) that corresponds with the profit maximizing y. maximizing y.

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© 2005 Pearson Education Canada Inc.10.11

Figure 10.3 Maximizing monopoly profitFigure 10.3 Maximizing monopoly profit

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© 2005 Pearson Education Canada Inc.10.12

Figure 10.4 The inefficiency of monopolyFigure 10.4 The inefficiency of monopoly

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© 2005 Pearson Education Canada Inc.10.13

The Inefficiency of MonopolyThe Inefficiency of Monopoly

Because p* exceeds MC in equilibrium, some Because p* exceeds MC in equilibrium, some potential gains from trade are not realized.potential gains from trade are not realized.

Efficiency requires producing output to the Efficiency requires producing output to the point where p=MC. The monopoly equilibrium is point where p=MC. The monopoly equilibrium is not Pareto-optimal.not Pareto-optimal.

A deadweight loss occurs because at A deadweight loss occurs because at equilibrium there exists unrealized gains from equilibrium there exists unrealized gains from trade, signalling unrealized monopoly profit. trade, signalling unrealized monopoly profit.

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© 2005 Pearson Education Canada Inc.10.14

Sources of MonopolySources of Monopoly

Government FranchiseGovernment Franchise Patent MonopolyPatent Monopoly Resource Based MonopolyResource Based Monopoly Technological (Natural) MonopolyTechnological (Natural) Monopoly Monopoly by Good Management Monopoly by Good Management

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© 2005 Pearson Education Canada Inc.10.15

Figure 10.5 Natural monopolyFigure 10.5 Natural monopoly

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© 2005 Pearson Education Canada Inc.10.16

Regulatory Responses to aRegulatory Responses to a Natural Monopoly Natural Monopoly

Average Cost Pricing: Forcing the Average Cost Pricing: Forcing the monopoly to produce a level of monopoly to produce a level of output where p=AC.output where p=AC.

This regulation will fail to minimize This regulation will fail to minimize production costs.production costs.

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© 2005 Pearson Education Canada Inc.10.17

Figure 10.6 Average cost pricingFigure 10.6 Average cost pricing

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Regulatory Responses to aRegulatory Responses to a Natural Monopoly Natural Monopoly

Rate of Return Regulation: Aimed at Rate of Return Regulation: Aimed at limiting the rate of return on invested limiting the rate of return on invested capital.capital.

Under this regulation, the firm will Under this regulation, the firm will choose an input bundle that is not choose an input bundle that is not cost minimizing, choosing too much cost minimizing, choosing too much capital and too little labour. capital and too little labour.

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Figure 10.7 Rate-of-return regulationFigure 10.7 Rate-of-return regulation

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© 2005 Pearson Education Canada Inc.10.20

Patent PolicyPatent Policy

Appropriability ProblemAppropriability Problem: Many : Many inventions with social value are not inventions with social value are not pursued because inventors do not pursued because inventors do not have the private incentives to pursue have the private incentives to pursue them (they are not able to capture them (they are not able to capture the social benefits). the social benefits).

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© 2005 Pearson Education Canada Inc.10.21

Figure 10.8 The inducement to developFigure 10.8 The inducement to develop

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Optimal Patent PolicyOptimal Patent Policy

At the optimal patent period, the At the optimal patent period, the marginal social benefit of increasing marginal social benefit of increasing the patent period is equal to the the patent period is equal to the marginal social cost.marginal social cost.