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BEC 30325: MANAGERIAL ECONOMICS
Asymmetric Information
Session 13
Dr. Sumudu Perera
Information and Risk
• Asymmetric Information
Situation in which one party to a transaction has less information
than the other with regard to the quality of a good
• Risk
Situation where there is more than one possible outcome to a
decision and the probability of each outcome is known
• Uncertainty
Situation where there is more than one possible outcome to a
decision and the probability of each outcome is unknown
19/10/2023
Dr.Sumudu Perera
2
Asymmetry in information
• Asymmetric information will generally exist for heterogeneous
commodities with characteristics that are costly to determine
• An example is the vehicle market
• Condition of a vehicle is difficult to determine without costly testing
• Heterogeneous nature of used vehicles prevents a general determination
of a vehicle’s condition based on examination of other like vehicles
• A major consequence of asymmetric information is possible
disappearance of markets
• Which result in an inefficient allocation of resources
19/10/2023
Dr.Sumudu Perera
3
Asymmetry in information
• Asymmetry in information generates two types of outcomes
• Adverse selection
• Where one agent’s decision depends on unobservable
characteristics that adversely affect other agents
• Use used-automobile market to illustrate missing market
and resulting market inefficiencies
• Moral hazard
• A contract is signed among agents with one agent being
dependent on unobservable actions of other agents
• Using a principal-agent model
19/10/2023
Dr.Sumudu Perera
4
BEC 30325: MANAGERIAL ECONOMICS
Pricing Practices
Session 14
Dr. Sumudu Perera
Pricing of Multiple Products
• Products with Interrelated Demands
• Plant Capacity Utilization and Optimal Product Pricing
• Optimal Pricing of Joint Products
• Fixed Proportions
• Variable Proportions
Pricing of Multiple Products
Products with Interrelated Demands
For a two-product (A and B) firm, the marginal
revenue functions of the firm are:
A B
A
A A
TR TR
MR
Q Q
 
 
 
B A
B
B
TR TR
MR
QB Q
 
 
 
Pricing of Multiple Products
Plant Capacity Utilization
A multi-product firm using a single plant should
produce quantities where the marginal revenue (MRi)
from each of its k products is equal to the marginal
cost (MC) of production.
1 2 k
MR MR MR MC
   
Price Discrimination
Charging different prices for a product when the
price differences are not justified by cost
differences.
Objective of the firm is to attain higher profits than
would be available otherwise.
Price Discrimination
1. Firm must be an imperfect competitor (a price
maker)
2. Price elasticity must differ for units of the
product sold at different prices
3. Firm must be able to segment the market and
prevent resale of units across market segments
First-Degree
Price Discrimination
• Each unit is sold at the highest possible price
• Firm extracts all of the consumers’ surplus
• Firm maximizes total revenue and profit from any
quantity sold
Second-Degree
Price Discrimination
• Charging a uniform price per unit for a specific
quantity, a lower price per unit for an additional
quantity, and so on
• Firm extracts part, but not all, of the consumers’
surplus
First- and Second-Degree
Price Discrimination
In the absence of price
discrimination, a firm that
charges $2 and sells 40 units will
have total revenue equal to $80.
First- and Second-Degree
Price Discrimination
In the absence of price discrimination, a
firm that charges $2 and sells 40 units will
have total revenue equal to $80.
Consumers will have consumers’ surplus
equal to $80.
First- and Second-Degree
Price Discrimination
If a firm that practices first-
degree price discrimination
charges $2 and sells 40 units, then
total revenue will be equal to
$160 and consumers’ surplus will
be zero.
First- and Second-Degree
Price Discrimination
If a firm that practices second-
degree price discrimination
charges $4 per unit for the first
20 units and $2 per unit for the
next 20 units, then total revenue
will be equal to $120 and
consumers’ surplus will be $40.
Third-Degree
Price Discrimination
• Charging different prices for the same product sold
in different markets
• Firm maximizes profits by selling a quantity on each
market such that the marginal revenue on each
market is equal to the marginal cost of production
Example – Price Discrimination
• ABC Ltd. Sells its product to two markets at two different prices.
The Demand equations of the two markets are given below.
Calculate ;
Q1 = 120 - 10 P1
Q2 = 120 - 20 P2
1. Profits of ABC Ltd. with price discrimination
2. Profits of ABC Ltd. without price discrimination
19/10/2023
Dr.Sumudu Perera
18
Third-Degree
Price Discrimination
International
Price Discrimination
• Persistent Dumping
• Predatory Dumping
• Temporary sale at or below cost
• Designed to bankrupt competitors
• Trade restrictions apply
• Sporadic Dumping
• Occasional sale of surplus output
Transfer Pricing
• Pricing of intermediate products sold by one division of a firm and
purchased by another division of the same firm
• Made necessary by decentralization and the creation of
semiautonomous profit centers within firms
Transfer Pricing
No External Market
Transfer Price = Pt
MC of Intermediate Good = MCp
Pt = MCp
Transfer Pricing
Competitive External Market
Transfer Price = Pt
MC of Intermediate Good = MC’p
Pt = MC’p
Transfer Pricing
Imperfectly Competitive External Market
Transfer Price = Pt = $4 External Market Price = Pe = $6
Pricing in Practice
Cost-Plus Pricing
• Markup or Full-Cost Pricing
• Fully Allocated Average Cost (C)
• Average variable cost at normal output
• Allocated overhead
• Markup on Cost (m) = (P - C)/C
• Price = P = C (1 + m)
Pricing in Practice
Optimal Markup
1
1
P
MR P
E
 
 
 
 
1
P
p
E
P MR
E
 
  
 

 
MR C

1
P
p
E
P C
E
 
  
 

 
Pricing in Practice
Optimal Markup
1
P
p
E
P C
E
 
  
 

 
(1 )
P C m
 
(1 )
1
P
p
E
C m C
E
 
   
 

 
1
1
P
P
E
m
E
 

Pricing in Practice
Incremental Analysis
A firm should take an action if the incremental increase
in revenue from the action exceeds the incremental
increase in cost from the action.
Pricing in Practice
• Two-Part Tariff
• Tying
• Bundling
• Prestige Pricing
• Price Lining
• Skimming
• Value Pricing

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16450253.ppt

  • 1. BEC 30325: MANAGERIAL ECONOMICS Asymmetric Information Session 13 Dr. Sumudu Perera
  • 2. Information and Risk • Asymmetric Information Situation in which one party to a transaction has less information than the other with regard to the quality of a good • Risk Situation where there is more than one possible outcome to a decision and the probability of each outcome is known • Uncertainty Situation where there is more than one possible outcome to a decision and the probability of each outcome is unknown 19/10/2023 Dr.Sumudu Perera 2
  • 3. Asymmetry in information • Asymmetric information will generally exist for heterogeneous commodities with characteristics that are costly to determine • An example is the vehicle market • Condition of a vehicle is difficult to determine without costly testing • Heterogeneous nature of used vehicles prevents a general determination of a vehicle’s condition based on examination of other like vehicles • A major consequence of asymmetric information is possible disappearance of markets • Which result in an inefficient allocation of resources 19/10/2023 Dr.Sumudu Perera 3
  • 4. Asymmetry in information • Asymmetry in information generates two types of outcomes • Adverse selection • Where one agent’s decision depends on unobservable characteristics that adversely affect other agents • Use used-automobile market to illustrate missing market and resulting market inefficiencies • Moral hazard • A contract is signed among agents with one agent being dependent on unobservable actions of other agents • Using a principal-agent model 19/10/2023 Dr.Sumudu Perera 4
  • 5. BEC 30325: MANAGERIAL ECONOMICS Pricing Practices Session 14 Dr. Sumudu Perera
  • 6. Pricing of Multiple Products • Products with Interrelated Demands • Plant Capacity Utilization and Optimal Product Pricing • Optimal Pricing of Joint Products • Fixed Proportions • Variable Proportions
  • 7. Pricing of Multiple Products Products with Interrelated Demands For a two-product (A and B) firm, the marginal revenue functions of the firm are: A B A A A TR TR MR Q Q       B A B B TR TR MR QB Q      
  • 8. Pricing of Multiple Products Plant Capacity Utilization A multi-product firm using a single plant should produce quantities where the marginal revenue (MRi) from each of its k products is equal to the marginal cost (MC) of production. 1 2 k MR MR MR MC    
  • 9. Price Discrimination Charging different prices for a product when the price differences are not justified by cost differences. Objective of the firm is to attain higher profits than would be available otherwise.
  • 10. Price Discrimination 1. Firm must be an imperfect competitor (a price maker) 2. Price elasticity must differ for units of the product sold at different prices 3. Firm must be able to segment the market and prevent resale of units across market segments
  • 11. First-Degree Price Discrimination • Each unit is sold at the highest possible price • Firm extracts all of the consumers’ surplus • Firm maximizes total revenue and profit from any quantity sold
  • 12. Second-Degree Price Discrimination • Charging a uniform price per unit for a specific quantity, a lower price per unit for an additional quantity, and so on • Firm extracts part, but not all, of the consumers’ surplus
  • 13. First- and Second-Degree Price Discrimination In the absence of price discrimination, a firm that charges $2 and sells 40 units will have total revenue equal to $80.
  • 14. First- and Second-Degree Price Discrimination In the absence of price discrimination, a firm that charges $2 and sells 40 units will have total revenue equal to $80. Consumers will have consumers’ surplus equal to $80.
  • 15. First- and Second-Degree Price Discrimination If a firm that practices first- degree price discrimination charges $2 and sells 40 units, then total revenue will be equal to $160 and consumers’ surplus will be zero.
  • 16. First- and Second-Degree Price Discrimination If a firm that practices second- degree price discrimination charges $4 per unit for the first 20 units and $2 per unit for the next 20 units, then total revenue will be equal to $120 and consumers’ surplus will be $40.
  • 17. Third-Degree Price Discrimination • Charging different prices for the same product sold in different markets • Firm maximizes profits by selling a quantity on each market such that the marginal revenue on each market is equal to the marginal cost of production
  • 18. Example – Price Discrimination • ABC Ltd. Sells its product to two markets at two different prices. The Demand equations of the two markets are given below. Calculate ; Q1 = 120 - 10 P1 Q2 = 120 - 20 P2 1. Profits of ABC Ltd. with price discrimination 2. Profits of ABC Ltd. without price discrimination 19/10/2023 Dr.Sumudu Perera 18
  • 20. International Price Discrimination • Persistent Dumping • Predatory Dumping • Temporary sale at or below cost • Designed to bankrupt competitors • Trade restrictions apply • Sporadic Dumping • Occasional sale of surplus output
  • 21. Transfer Pricing • Pricing of intermediate products sold by one division of a firm and purchased by another division of the same firm • Made necessary by decentralization and the creation of semiautonomous profit centers within firms
  • 22. Transfer Pricing No External Market Transfer Price = Pt MC of Intermediate Good = MCp Pt = MCp
  • 23. Transfer Pricing Competitive External Market Transfer Price = Pt MC of Intermediate Good = MC’p Pt = MC’p
  • 24. Transfer Pricing Imperfectly Competitive External Market Transfer Price = Pt = $4 External Market Price = Pe = $6
  • 25. Pricing in Practice Cost-Plus Pricing • Markup or Full-Cost Pricing • Fully Allocated Average Cost (C) • Average variable cost at normal output • Allocated overhead • Markup on Cost (m) = (P - C)/C • Price = P = C (1 + m)
  • 26. Pricing in Practice Optimal Markup 1 1 P MR P E         1 P p E P MR E           MR C  1 P p E P C E          
  • 27. Pricing in Practice Optimal Markup 1 P p E P C E           (1 ) P C m   (1 ) 1 P p E C m C E            1 1 P P E m E   
  • 28. Pricing in Practice Incremental Analysis A firm should take an action if the incremental increase in revenue from the action exceeds the incremental increase in cost from the action.
  • 29. Pricing in Practice • Two-Part Tariff • Tying • Bundling • Prestige Pricing • Price Lining • Skimming • Value Pricing