Title: Industrial Organization I
1Industrial Organization I
- Pricing Strategies with Market Power (Part I)
2Recap
- Markets are imperfect
- IO studies sources of market imperfection as well
as consequences - Market imperfections give firms market power
3Equilibrium in Imperfect Competition
Price
MC
Producer surplus
P
Demand
Marginal Revenue (MR)
Q
QPC
QIC
- Last class
- In imperfect competition, is there ever a case
when producer surplus is greater if QPC is
produced instead of QIC?
4Equilibrium in Imperfect Competition
Price
Producer surplus
MC
P
Demand
Marginal Revenue (MR)
Q
QIC
QPC
- Answer No.
- Profit maximizing rule MRMC at QPC MCgtMR so
it is not optimal
5Price Discrimination Introduction
- So far
- 1 price for all consumers
- 1 price for all units purchased
- Larger profits if
- Different consumers pay different prices (e.g.
income, age, location, preferences) - Price per unit varies with quantity consumed
6Assumptions
- Keys
- No arbitrage possibilities
- Goods high taxes or transportation costs,
perishable products - Services (Restaurants, transportation,
entertainment), e.g. 65 and over discounts,
student id. - Market power (lets assume monopoly for now)
7Assumptions
- Price discrimination is legal
- Firm has information on demand preferences
- Ideally identify the type of consumer
- Example age or income
8Reasons for Price Discrimination
- Consumers are heterogeneous willingness to pay
varies (price sensitivity) - Consumer receives a surplus with uniform pricing
- Firms with market power can do better
9Classification
10Complete Discrimination
- Each consumer pays a different price
- More price sensitive consumers pay a lower price
- Less price sensitive consumers pay a higher
price - Firm requires information about willingness to
pay - Example high prices with bargaining
- Used cars salesmen
11Complete Discrimination
- Example 2 potential used car buyers (unit demand)
Buyer 1
Buyer 2
10,000
Uniform Price 9,000 Profit 9,000
8,000
Consumer Surplus
Q
Q
1
1
12Complete Discrimination (case 1)
Buyer 2
Buyer 1
Price 1 10,000
10,000
Price 2 8,000
8,000
Q
Q
1
1
- Complete Discrimination Profit 10,000 (buyer
1) 8,000 (buyer 2) 18,000 - Consumer surplus 0
13Complete Discrimination (case 1)
Aggregate Demand
Individual Demand
P
?CS PS
MC
Vi
Q
1
Q
Q
- Aggregate demand looks like multi-unit
- Firm sets PiVi (it charges a personalized
price)
14Complete Discrimination (case 2)
800
Uniform Price
500
Q
5
15Complete Discrimination (case 2)
- Multiple-unit demand
- How to achieve perfect price discrimination?
- Option 1 take it or leave it price-quantity
package - Option 2 two-part tariff (non-linear pricing)
16Take it or leave it offer
- Option 1 take or leave it price-quantity package
(r,q) - Consumer utility
- Firms profit maximizing problem
17Take it or leave it offer
- Constraint is binding because monopolist
wants/can extract all surplus - Take it or leave it offer becomes
18Take it or leave it offer
- Important points
- Pareto efficient level of output (q) marginal
willingness to pay equals marginal cost - Firm achieves maximum profits and consumer is
indifferent between buying or not - Output is the same as in perfect competition
19Complete Discrimination (case 2)
- Option 2 two-part tariff
- Inverse demand
- Equlibrium price and quantity
- Lump-sum payment
20Complete Discrimination (case 2)
- Option 2 two-part tariff
- This non-linear pricing schedule takes the form
21Direct Discrimination
- Different groups of consumers pay different
prices - More price sensitive consumers pay a lower price
- Less price sensitive consumers pay a higher
price - Firm requires information about groups and can
identify them easily/legally. - Examples Haircuts, students, 65,
coach/business, dry cleaning, Ladies Night
22Direct Discrimination
p
p1
p2
D1 D2
MC
p2
D2
p1
D1
q1
q1
q2
q2
Q
MR
Q
MR1
MR2
- Maximization rule MR1 MR2 MC (q1 q2).
- Intuition If MR1gtMR2, q1 can increase q2
decrease until MR1MR2 - More sensitive segment (elastic) pays a lower
price (group 1) - Less sensitive segment (inelastic) pays a higher
price (group 2) - ? is higher than with uniform pricing
23Direct Discrimination
- Mathematically
- Monopolist solves
- Focs are
- After some manipulation
24Direct Discrimination Inter-related Demands
pD
Day
DD (pNpu)
pD
pD
c
DD (pNpD)
qD
qD
qD
MRD (pDpu)
MRD (pNpN)
- Day vs. night pricing (phone, electricity)
- Lower night price increases night demand and
decreases optimal day price (wrt to independent
demand level)
25Direct Discrimination Inter-related Demands
pN
Night
DN (pDpD)
pN
pN
DN (pDpu)
qN
qN
qN
MRN (pDpu)
MRN (pDpD)
- Higher day price increases night demand and
optimal night price (wrt to independent demand
level)
26Direct Discrimination Inter-related Demands
27Direct Discrimination Inter-related Demands
- Lets assume a symmetric demand system
(substitution effects are identical)
gt0 (lets assume 1 is a larger mkt)
gt0
28Direct Discrimination Inter-related Demands
- If elasticity 2 gt elasticity 1 then p1gtp2
- If smaller mkt has more elastic dd, it must have
a lower p - Price discrimination also applies in more general
case of related demands (there are several cases,
however) - Other related demands
- Durable goods markets (higher price today makes
some people wait for tomorrow) - Monday night movie discounts
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30Direct Discrimination Welfare
p
p1
p2
D1 D2
MC
p2
D2
p1
D1
q1
q1
q2
q2
Q
MR
Q
MR1
MR2
- In some cases, price discrimination provides
goods and services to groups that would not have
access under uniform pricing - Prescription drugs developed vs. developing
countries
31Direct Discrimination Welfare
- Firm is better off (in the worst case the firm is
as well off) - Consumers in low elasticity markets are worse off
- Consumers in high elasticity markets are better
off - Total welfare usually increases
- A necessary condition is that total output
increases - Intuition different prices are not Pareto
optimal for consumers (resale can be performed).
If quantity sold is the same under price
discrimination, welfare has to be lower