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How do Coca-Cola 
and Pepsi determine 
prices? 
Explaining the Bertrand Model of Competition 
By: Brian Camp, Justin Winston, Kiy Webb, Brice Ndayisenga and Breon Weathersby and Robin McKinnie
Joseph Louis Francois Bertrand 
•Born March 11, 1822 and died in 
Paris on April 5 1900 
•Mathematician who worked in 
the fields of number theory, 
differential geometry, probability 
theory, economics and 
thermodynamics 
•Professor at Ecole Polytechnique
Joseph Louis Francois Bertrand Cont. 
Contributions to economics was his 
reviewed work on oligopoly theory 
•Identified key error in the Cournot 
Competition Model of French 
mathematician Antoine Augustin 
Cournot 
•Used prices rather than quantities 
as the strategic variables, thus 
showing that the equilibrium price 
was simply the competitive price
What is an Oligopoly? 
Market in which: 
● Few firms compete 
● Barriers to entry 
● Products may be differentiated (automobiles) 
or homogeneous (steel)
Examples 
1. Coca Cola vs. Pepsi 
- In the market of soda products 
1. Visa vs. Mastercard 
- In the market of electronic payment processing 
1. Airbus vs. Boeing 
- In the market of large commercial airplanes
π = Revenue(R) - Cost(C) 
Homogeneous Products 
-MC = P 
Differentiated Products 
-Within the Bertrand Competition Model, we will assume that 
marginal cost equals zero. 
π = R - C 
-Thus, making revenue the main focus for this model. 
R=Price X Quantity
Bertrand Model Environment 
● Treats the price of competitors as fixed, and all firms decide 
simultaneously what price to charge 
● Few firms that sell to many consumers 
● Firms produce differentiated but highly substitutable products 
at constant marginal cost 
● Each firm independently sets its price in order to maximize 
profits (Price is each firm’s control variable) 
● Barriers to entry exist. 
● Consumers enjoy perfect information 
● Firms price at marginal cost and make no profit
Bertrand Model Critical Analysis 
● Assumes firms compete purely on price, ignoring non-price 
competition such as quantity, promotion, place 
● Assumes that sales are divided equally among the competing firm 
and that the firm,in undercutting its competitor, is able to meet the 
full demand of the market. 
● Assumes that the pricing game is a one shot game, however, in a 
dynamic competition, repeated price competition can lead to an 
equilibrium price above MC. 
● Assumes products are identical, whereas in reality, most firms 
produce products that at least, their consumers perceive as 
different from a rival's.
Practice: Assumptions 
PC ≠ PS 
π = R - C 
π = P * q 
qC= 90 - 2PC + 1PS 
qS = 240 + 1PC - 2PS
흅C = TRC = (PC * qC)=PC (90 - 2PC + 
1PS) 
2 + PSPC 
= 90PC- 2PC 
(ԀTRC/ԀPC)= 90 - 4PC + PS = 0 
90 +PS = 4PC 
PC = 22.5 + (¼)PS
흅S= (PS * qS)=PS(240 + 1PC-2PS) 
2 
= 240PS + 1PCPS-2PS 
(ԀTRS/ԀPS)= (240 + 1PC - 4PS) = 0 
240 + PC = 4PS 
PS = 60 + (¼)PC
PC = 22.5 + (¼)(60 + (¼)PC ) 
PC = 22.5+ 15 + (¼)2 PC 
(15/16)PC = 37.5 
PC = $40
PS = 60 + (¼)(PC) 
PS = 60 +(¼)(40) 
PS = 60 + 10 
PS = $70
What Does This All Mean? 
22.5 
PS= 60+(1/4)PC 
PC= 22.5+(1/4)PS 
40 
60 70 
Price for 
Coke 
Price for 
Pepsi

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Bertrand competition presentation

  • 1. How do Coca-Cola and Pepsi determine prices? Explaining the Bertrand Model of Competition By: Brian Camp, Justin Winston, Kiy Webb, Brice Ndayisenga and Breon Weathersby and Robin McKinnie
  • 2. Joseph Louis Francois Bertrand •Born March 11, 1822 and died in Paris on April 5 1900 •Mathematician who worked in the fields of number theory, differential geometry, probability theory, economics and thermodynamics •Professor at Ecole Polytechnique
  • 3. Joseph Louis Francois Bertrand Cont. Contributions to economics was his reviewed work on oligopoly theory •Identified key error in the Cournot Competition Model of French mathematician Antoine Augustin Cournot •Used prices rather than quantities as the strategic variables, thus showing that the equilibrium price was simply the competitive price
  • 4. What is an Oligopoly? Market in which: ● Few firms compete ● Barriers to entry ● Products may be differentiated (automobiles) or homogeneous (steel)
  • 5. Examples 1. Coca Cola vs. Pepsi - In the market of soda products 1. Visa vs. Mastercard - In the market of electronic payment processing 1. Airbus vs. Boeing - In the market of large commercial airplanes
  • 6. π = Revenue(R) - Cost(C) Homogeneous Products -MC = P Differentiated Products -Within the Bertrand Competition Model, we will assume that marginal cost equals zero. π = R - C -Thus, making revenue the main focus for this model. R=Price X Quantity
  • 7. Bertrand Model Environment ● Treats the price of competitors as fixed, and all firms decide simultaneously what price to charge ● Few firms that sell to many consumers ● Firms produce differentiated but highly substitutable products at constant marginal cost ● Each firm independently sets its price in order to maximize profits (Price is each firm’s control variable) ● Barriers to entry exist. ● Consumers enjoy perfect information ● Firms price at marginal cost and make no profit
  • 8. Bertrand Model Critical Analysis ● Assumes firms compete purely on price, ignoring non-price competition such as quantity, promotion, place ● Assumes that sales are divided equally among the competing firm and that the firm,in undercutting its competitor, is able to meet the full demand of the market. ● Assumes that the pricing game is a one shot game, however, in a dynamic competition, repeated price competition can lead to an equilibrium price above MC. ● Assumes products are identical, whereas in reality, most firms produce products that at least, their consumers perceive as different from a rival's.
  • 9. Practice: Assumptions PC ≠ PS π = R - C π = P * q qC= 90 - 2PC + 1PS qS = 240 + 1PC - 2PS
  • 10. 흅C = TRC = (PC * qC)=PC (90 - 2PC + 1PS) 2 + PSPC = 90PC- 2PC (ԀTRC/ԀPC)= 90 - 4PC + PS = 0 90 +PS = 4PC PC = 22.5 + (¼)PS
  • 11. 흅S= (PS * qS)=PS(240 + 1PC-2PS) 2 = 240PS + 1PCPS-2PS (ԀTRS/ԀPS)= (240 + 1PC - 4PS) = 0 240 + PC = 4PS PS = 60 + (¼)PC
  • 12. PC = 22.5 + (¼)(60 + (¼)PC ) PC = 22.5+ 15 + (¼)2 PC (15/16)PC = 37.5 PC = $40
  • 13. PS = 60 + (¼)(PC) PS = 60 +(¼)(40) PS = 60 + 10 PS = $70
  • 14. What Does This All Mean? 22.5 PS= 60+(1/4)PC PC= 22.5+(1/4)PS 40 60 70 Price for Coke Price for Pepsi