1. Firms sell consumers products for different prices;
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Why?
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A firm captures consumers' surplus, enhancing revenue and profits
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A firm captures market share
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A firm undermines competition or force competition out of market
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Example - Standard Oil reduced its price for petroluem products below competitors in one small town
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The competitors went out of business
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Standard Oil bought the competitors' assets for cents on the dollar and raised prices to earn monopoly profits
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Standard Oil entered into another town
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Techniques
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Market Segmentation – consumers can be separated by markets
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Two-part pricing – company charges two fees
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Fixed fee: flat fee paid upfront; hookup charge
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Variable charge: companies charge per usage; rate charge
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T(q) = A + P q
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Example: Common for utility companies
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Gas
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Telephone
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Electricity
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Tying and bundling – producer sells one product that is required for another product
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Quality discrimination – seller sells similar products that differ in quality
2. Conditions for Price Discrimination
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Company needs some monopoly power to influence market price
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A “mechanism” to separate customers into different groups
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Prevent re-sale: Consumer who pays for product for a low price re-sells the product to another consumer who pays a higher price
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1. First Degree Price Discrimination – monopolist can extract all surplus from customers
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Demand function – customers can be ranked by their reservation price
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Reservation price – consumer’s willingness to pay
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Reservation price (V i)
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Monopolist needs perfect information about customers
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Result
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Monopolist’s profits = consumers' surplus + producers' surplus
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The last customer pays a reservation price, P i = MC
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Discriminating monopolist ensures customers are satisfied in terms of quality, etc.
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Monopolist sets P = MC = 10
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Consumers' surplus = 0.5 (100 – 10)(90 – 0) = 4,050
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Monopolist charges the price T(Q) = 4,050 + 10 Q
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Company introduces new product and charges price, P 1
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After some time, the company lowers the price to P 2
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After more time, the company lowers the price to P 3
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Monopolist stops lowering the price, when P i = MC(Q)
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Company will develop a new product to repeat the process
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Coase stated
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If consumers are sufficiently patient, then consumers could wait for monopoly to drop prices
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Have a competitive equilibrium
2. Second Degree Price Discrimination
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Monopolist has marginal cost, MC(q 1 + q 2) = c
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Monopolist charges the sensitive consumer
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Monopolist charges monopoly prices by MR = MC to the “not sensitive consumers”
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Total profits = A + B
3. Third Degree Price Discrimination
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Monopolist has information about consumers
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Monopolist can separate consumers into groups
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Two demand functions, P 1(q 1) and P 2(q 2)
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Profit maximization, MR 1(q 1) = MR 2(q 2) = MC(q 1 + q 2)
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If MC(q 1 + q 2) = c
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Monopolist charges sensitive consumers P 1 and not sensitive consumers P 2
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Not allocative efficient, P 2 > P 1 > MC
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