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    2005 Pearson Education Canada Inc .8.1

    Chapter 8

    The Theory of PerfectCompetition

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    A Competitive Model of exchange

    In an Exchange Economy, goods areexchanged but not produced.Reservation price is the maximumamount a person is willing to pay for agood.Market demand & supply functions givethe total number of units demanded & supplied at a given price.

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    Figure 8.1 Demand and supply

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    From Figure 8.1

    All individuals supply/demand onlyone unit of the good, and theirindividual demand/supply curves aregiven by their reservation willingnessto pay for a good.The decision to be in or out of themarket is called the extensivemargin.

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    Figure 8.2 Competitive equilibriumin an exchange economy

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    From Figure 8.2

    Imagine there is a Walrasian auctioneer who acts as a price setter.If quantity demanded/supplied at theannounced price exceeds quantitysupplied/demanded there is excessdemand/supply.The auction ends in a competitiveequilibrium only when quantity demanded

    equals quantity supplied.This competitive allocation is Pareto-optimal or efficient.

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    The Assumptions of Perfect Competition

    1. Large Numbers : No individual demander orsupplier produces a significant proportion of the total output.

    2. Perfect Information : All participants haveperfect knowledge of all relevant prices andtechnology.

    3. Product Homogeneity : In any given market,all firms products are identical.

    4. Perfect Mobility of Resources (Inputs).5. Independence : Individual consumption and

    production decisions are independent of allother consumption/production decisions.

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    Firms Short -run Supply Decision

    A firms profit ( ) is its total revenue(TR) minus short-run total costs (STC).The profit function is expressed as:

    (y) = TR(y)-STC(y)Profit is maximized at Y * , as a function

    of the exogenous variable price (p).The slope of the profit function withrespect to output is zero at Y *.

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    Figure 8.4 Profit maximization

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    Marginal Revenue and Marginal Cost

    The slope of the total revenuefunction is marginal revenue (MR).The slope of the total cost function ismarginal cost (MC).The firm will maximize profits byequating MR & MC:Notationally: SMC(y * )=MR=p

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    Figure 8.5 The competitive firms supply function

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    From Figure 8.5

    Short-run profit maximizationrequires SMC(y *)=MR=p, subject totwo qualifications:

    1. SMC is rising.2. p>minimum value of AVC.

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    Profit Maximization

    Profit can be expressed as: (y *) = y *[p-SAC(y)]

    Where: p-SAC(y) is profit per unit of y

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    Figure 8.6 The profit rectangle

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    Figure 8.7 Aggregating demand

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    Figure 8.8 Aggregating supply

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    Figure 8.9 Short-run competitive equilibrium

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    Efficiency of the Short-RunCompetitive Equilibrium

    The short-run equilibrium shown in Figure8.9 is considered to be efficient becauseit maximizes Consumer Surplus and Producer Surplus.The sum of Consumer Surplus and Producer Surplus, known as Total Surplusis a measure of the aggregate gains fromtrade realized in this market.

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    Long-Run Competitive Equilibrium

    There are two conditions of long-run equilibrium:

    1. No established firm wants to exitthe industry.

    2. No potential firm wants to enter theindustry.

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    Long-Run Competitive Equilibrium

    Positive profit is a signal thatinduces entry, or allocation of additional resources to the industry.Losses are a signal that inducesexit, or the allocation of fewerresources to the industry.In long-run equilibrium, priceequals the minimum average cost.

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    Figure 8.10 Exit, entry, andlong-run competitive equilibrium

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    Figure 8.11 The firm in long-runcompetitive equilibrium

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    Long-Run Supply Function

    The long-run competitive equilibrium isdetermined by the intersection of LRSand the demand function.

    Deriving LRS incorporates changes ininput prices that arise as industry-wideoutput expands.

    These changes determine whether theindustry is a constant, increasing, ordecreasing cost industry.

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    Figure 8.12 LRS in the constant-cost case

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    Figure 8.13 LRS in the increasing-cost case