Price Discrimination
Price Discrimination
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Price Discrimination Ain’t Necessarily
Bad |
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Saga of Ed Sykes |
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3 Conditions for Price Discrimination |
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Price Discrimination and Elasticity in
Different Markets |
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Profit Maximization Requires
Setting MRN = MRS
, NOT PN = PS |
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Variety of Price Discrimination |
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Price Discrimination
Ain’t Necessarily Bad
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An example—financial aid for less
fortunate students |
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More units traded under price
discrimination |
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More combined producer and consumer
surplus—more efficient than single pricing, but also more producer surplus
(profit). |
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Saga of Ed Sikes
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Empty Seats Where Profits “Maximized” –
Could sell to some at lower price, but higher than marginal costs, and would
add to profit, But… |
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Might “cannibalize” sales made at
higher prices |
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Assumption so far about Price
Searchers: All Units Sold at Same Price, to sell more have to lower price on
ALL units for sale. |
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Does it have to be this way? |
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Sell at different prices to different
buyers--Price discrimination |
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Ed Sykes Incentive to
Discriminate
3 Conditions for Price
Discrimination
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1. Must be Price Searcher (or must have
market power) – Price Takers do not have to reduce price to sell more! |
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2. Must be able to identify, tell
apart, price sensitive and price insensitive buyers — Price sensitivity is
Price Elasticity |
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3. Must be able to keep buyers from
re-selling good -- Services are hard to re-sell! Can turn durable goods into services by
leasing instead of selling. |
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Example: M*A*S*H and Pricing Appendectomies |
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Price Discrimination and
Elasticity in Different Markets
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MR = P – (D P / DQ)* Q =
P (1 – 1/e) |
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MC= MR (Profit Maximization Rule) |
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MC = P(1 – 1/e) in EACH market |
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Suppose MC = 10, eN = 2 in
market N, and eS = 5 in market S (N & S could be North market
and South market, geographically different, or just some other differences in
buyers associated with different elasticities of demand—young/elderly,
faculty/students) |
Price Discrimination and
Elasticity in Different Markets
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10 = PN (1 – 1/eN) 10 = PS (1 – 1/eS) |
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eN = 2 in market N, and eS
= 5 in market S |
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10 = PN (1 – ½), so 10 = PN
(½), so 20 = PN |
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10 = PS (1 – 1/5), so 10 = PS
(4/5), |
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so 12.5=PS |
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So, higher price in market with lower elasticity
of demand |
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Profit Maximization
Requires Setting MRN = MRS, Not PN = PS
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IF
MRN > MRS
or MRN < MRS not Profit Maximizing |
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Suppose MRN > MRS, that MRN = 10, MRS =
5 |
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If we sell one more unit in market N
and one less in Market S, overall costs are the same, BUT |
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Another unit sold in market N adds $10
to revenue, revenue given up in market S is $5: |
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Selling one more in N and one less in S
raises Revenues by $5, doesn’t change costs |
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Profits not maximized if MRs not equal. |
Variety of Price
Discrimination
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Financial Aid depends on
“affordability” of college for family, more aid, lower prices, for those who
cannot otherwise afford it |
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Senior Discounts (fixed incomes lead to
greater price sensitivity) |
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Super Saver Airfare |
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Coupons—coupon clippers more price
sensitive than non-clippers, more price sensitive are self-selected,
self-identified |