5. There are three supply-side participants (A, B and C) in an electricity market, and their offers are given below. SELL = 0.05P+25P+30 ΠΑ SELL TB SELL =0.065P+45P+75 (A, B and C are the offer prices) πρ =0.06P+22.75P+48 The system demand (PD) is price elastic and given as a function of market price, as follows: PD=90-p In a Cournot competition where the generators maximize their profits, find the Nash equilibrium solution of the above auction.
5. There are three supply-side participants (A, B and C) in an electricity market, and their offers are given below. SELL = 0.05P+25P+30 ΠΑ SELL TB SELL =0.065P+45P+75 (A, B and C are the offer prices) πρ =0.06P+22.75P+48 The system demand (PD) is price elastic and given as a function of market price, as follows: PD=90-p In a Cournot competition where the generators maximize their profits, find the Nash equilibrium solution of the above auction.
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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![5. There are three supply-side participants (A, B and C) in an electricity market, and their offers
are given below.
SELL 0.05P+25P+30
ΠΑ
SELL
ПВ
=0.065P+45P+75
SELL = 0.06P+22.75Pc+48
По
(A, B and C are the offer prices)
The system demand (PD) is price elastic and given as a function of market price, as follows:
PD=90-p
In a Cournot competition where the generators maximize their profits, find the Nash
equilibrium solution of the above auction.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F448d7c3c-5afd-4550-8852-bb3e400fdf6d%2F0e735c97-d1ba-451d-b0aa-3cf3d644be8c%2Fgntonn_processed.png&w=3840&q=75)
Transcribed Image Text:5. There are three supply-side participants (A, B and C) in an electricity market, and their offers
are given below.
SELL 0.05P+25P+30
ΠΑ
SELL
ПВ
=0.065P+45P+75
SELL = 0.06P+22.75Pc+48
По
(A, B and C are the offer prices)
The system demand (PD) is price elastic and given as a function of market price, as follows:
PD=90-p
In a Cournot competition where the generators maximize their profits, find the Nash
equilibrium solution of the above auction.
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