In a Cournot duopoly model, the market demand curve is given by P = 100 - yI -y where y, is the amount of output firm 1 produces and y2 is firm 2's level of output. The co- function of firm 1 is c(y1) 75 +8y1. The cost function of firm 2 is c(y2) = 100 +12y2. The reaction function of firm 1 is y1 = - 0.5y2. The reaction function of firm 2 is y2 -0.5y1- In the Cournot equilibrium, firm 2 produces units of output and makes a producer

ENGR.ECONOMIC ANALYSIS
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In a Cournot duopoly model, the market demand curve is given by P
100 - yI - y2-
!!
where y, is the amount of output firm 1 produces and y2 is firm 2's level of output. The cost
function of firm 1 is c(y1) 75 +8y1. The cost function of firm 2 is c(y2) = 100 +12y2.
%3D
The reaction function of firm 1 is y1 = -0.5y2-
The reaction function of firm 2 is y2 = -0.5y1-
In the Cournot equilibrium, firm 2 produces
units of output and makes a producer
surplus of $
Transcribed Image Text:In a Cournot duopoly model, the market demand curve is given by P 100 - yI - y2- !! where y, is the amount of output firm 1 produces and y2 is firm 2's level of output. The cost function of firm 1 is c(y1) 75 +8y1. The cost function of firm 2 is c(y2) = 100 +12y2. %3D The reaction function of firm 1 is y1 = -0.5y2- The reaction function of firm 2 is y2 = -0.5y1- In the Cournot equilibrium, firm 2 produces units of output and makes a producer surplus of $
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