Consider a homogeneous product Bertrand Oligopoly in a market with downwards sloping inverse demand. Let >0 denote the smallest monetary unit. There are either two firms or three firms in the oligopoly. In both cases, there are two equilibrium prices. If there are two firms, then the equilibrium prices are pl

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Chapter24: Monopolistic Competition, Oligopoly, And Game Theory
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Consider a homogeneous product Bertrand Oligopoly in a market with downwards sloping inverse demand. Let >0 denote the smallest monetary
unit. There are either two firms or three firms in the oligopoly. In both cases, there are two equilibrium prices. If there are two firms, then the
equilibrium prices are pl<PH. If there are three firms, then the equilibrium prices are pl <PH.
Ⓒa. PL=PL, , and PH=PH
3'
3
b.pl<P, but pH=p".
2
3
c.pl=PL, but pH <pH.
3
Od.PL <P, and PH <PH.
3
Transcribed Image Text:Consider a homogeneous product Bertrand Oligopoly in a market with downwards sloping inverse demand. Let >0 denote the smallest monetary unit. There are either two firms or three firms in the oligopoly. In both cases, there are two equilibrium prices. If there are two firms, then the equilibrium prices are pl<PH. If there are three firms, then the equilibrium prices are pl <PH. Ⓒa. PL=PL, , and PH=PH 3' 3 b.pl<P, but pH=p". 2 3 c.pl=PL, but pH <pH. 3 Od.PL <P, and PH <PH. 3
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