经管IMBA管理经济学ppt课件.ppt
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1、,CHAPTER 10 OUTLINE,10.1 Monopoly10.2 Monopoly Power10.3 Sources of Monopoly Power10.4 The Social Costs of Monopoly Power,monopoly Market with only one seller.,monopsony Market with only one buyer.,market power Ability of a seller or buyer to affect the price of a good.,Market Power: Monopoly and Mo
2、nopsony,MONOPOLY,Average Revenue and Marginal Revenue,marginal revenue Change in revenue resulting from a one-unit increase in output.,P = 6 - Q,MONOPOLY,Average Revenue and Marginal Revenue,Average and marginal revenue are shown for the demand curve P = 6 Q.,Average and Marginal Revenue,Figure 10.1
3、,MONOPOLY,The Monopolists Output Decision,Q* is the output level at which MR = MC. If the firm produces a smaller outputsay, Q1it sacrifices some profit because the extra revenue that could be earned from producing and selling the units between Q1 and Q* exceeds the cost of producing them. Similarly
4、, expanding output from Q* to Q2 would reduce profit because the additional cost would exceed the additional revenue.,Profit Is Maximized When Marginal Revenue Equals Marginal Cost,Figure 10.2,MONOPOLY,The Monopolists Output Decision,We can also see algebraically that Q* maximizes profit. Profit is
5、the difference between revenue and cost, both of which depend on Q:,As Q is increased from zero, profit will increase until it reaches a maximum and then begin to decrease. Thus the profit-maximizing Q is such that the incremental profit resulting from a small increase in Q is just zero (i.e., /Q =
6、0). Then,But R/Q is marginal revenue and C/Q is marginal cost. Thus the profit-maximizing condition is that, or,MONOPOLY,An Example,Part (a) shows total revenue R, total cost C, and profit, the difference between the two.Part (b) shows average and marginal revenue and average and marginal cost.Margi
7、nal revenue is the slope of the total revenue curve, and marginal cost is the slope of the total cost curve.The profit-maximizing output is Q* = 10, the point where marginal revenue equals marginal cost. At this output level, the slope of the profit curve is zero, and the slopes of the total revenue
8、 and total cost curves are equal. The profit per unit is $15, the difference between average revenue and average cost.Because 10 units are produced, total profit is $150.,Example of Profit Maximization,Figure 10.3,C(Q)= 50 + Q2P(Q)= 40 - Q,MONOPOLY,A Rule of Thumb for Pricing,We want to translate th
9、e condition that marginal revenue should equal marginal cost into a rule of thumb that can be more easily applied in practice.To do this, we first write the expression for marginal revenue:,MONOPOLY,A Rule of Thumb for Pricing,Note that the extra revenue from an incremental unit of quantity, (PQ)/Q,
10、 has two components:1. Producing one extra unit and selling it at price P brings in revenue (1)(P) = P.2. But because the firm faces a downward-sloping demand curve, producing and selling this extra unit also results in a small drop in price P/Q, which reduces the revenue from all units sold (i.e.,
11、a change in revenue QP/Q).Thus,MONOPOLY,A Rule of Thumb for Pricing,(Q/P)(P/Q) is the reciprocal of the elasticity of demand, 1/Ed, measured at the profit-maximizing output, and,Now, because the firms objective is to maximize profit, we can set marginal revenue equal to marginal cost:,which can be r
12、earranged to give us,Equivalently, we can rearrange this equation to express price directly as a markup over marginal cost:,In 1995, Prilosec, represented a new generation of antiulcer medication. Prilosec was based on a very different biochemical mechanism and was much more effective than earlier d
13、rugs.By 1996, it had become the best-selling drug in the world and faced no major competitor.Astra-Merck was pricing Prilosec at about $3.50 per daily dose.The marginal cost of producing and packaging Prilosec is only about 30 to 40 cents per daily dose.The price elasticity of demand, ED, should be
14、in the range of roughly 1.0 to 1.2.Setting the price at a markup exceeding 400 percent over marginal cost is consistent with our rule of thumb for pricing.,MONOPOLY,MONOPOLY,Shifts in Demand,A monopolistic market has no supply curve. The reason is that the monopolists output decision depends not onl
15、y on marginal cost but also on the shape of the demand curve.Shifts in demand can lead to changes in price with no change in output, changes in output with no change in price, or changes in both price and output.,MONOPOLY,Shifts in Demand,Shifting the demand curve shows that a monopolistic market ha
16、s no supply curvei.e., there is no one-to-one relationship between price and quantity produced. In (a), the demand curve D1 shifts to new demand curve D2. But the new marginal revenue curve MR2 intersects marginal cost at the same point as the old marginal revenue curve MR1. The profit-maximizing ou
17、tput therefore remains the same, although price falls from P1 to P2. In (b), the new marginal revenue curve MR2 intersects marginal cost at a higher output level Q2.But because demand is now more elastic, price remains the same.,Shifts in Demand,Figure 10.4,MONOPOLY,The Effect of a Tax,With a tax t
18、per unit, the firms effective marginal cost is increased by the amount t to MC + t. In this example, the increase in price P is larger than the tax t.,Effect of Excise Tax on Monopolist,Figure 10.5,Suppose a specific tax of t dollars per unit is levied, so that the monopolist must remit t dollars to
19、 the government for every unit it sells. If MC was the firms original marginal cost, its optimal production decision is now given by,MONOPOLY,*The Multiplant Firm,Suppose a firm has two plants. What should its total output be, and how much of that output should each plant produce? We can find the an
20、swer intuitively in two steps.,Step 1. Whatever the total output, it should be divided between the two plants so that marginal cost is the same in each plant. Otherwise, the firm could reduce its costs and increase its profit by reallocating production.,Step 2. We know that total output must be such
21、 that marginal revenue equals marginal cost. Otherwise, the firm could increase its profit by raising or lowering total output.,MONOPOLY,*The Multiplant Firm,We can also derive this result algebraically. Let Q1 and C1 be the output and cost of production for Plant 1, Q2 and C2 be the output and cost
22、 of production for Plant 2, and QT = Q1 + Q2 be total output. Then profit is,The firm should increase output from each plant until the incremental profit from the last unit produced is zero. Start by setting incremental profit from output at Plant 1 to zero:,Here (PQT)/Q1 is the revenue from produci
23、ng and selling one more uniti.e., marginal revenue, MR, for all of the firms output.,MONOPOLY,*The Multiplant Firm,The next term, C1/Q1, is marginal cost at Plant 1, MC1. We thus have MR MC1 = 0, or,Similarly, we can set incremental profit from output at Plant 2 to zero,Putting these relations toget
24、her, we see that the firm should produce so that,MONOPOLY,*The Multiplant Firm,A firm with two plants maximizes profits by choosing output levels Q1 and Q2 so that marginal revenue MR (which depends on total output) equals marginal costs for each plant, MC1 and MC2.,Production with Two Plants,Figure
25、 10.6,MONOPOLY POWER,Part (a) shows the market demand for toothbrushes. Part (b) shows the demand for toothbrushes as seen by Firm A.At a market price of $1.50, elasticity of market demand is 1.5. Firm A, however, sees a much more elastic demand curve DA because of competition from other firms. At a
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