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2] Two firms, A and B, behave as Bertrand competitors. Their products are differentiated, leading to the following demand and total cost equations:

Firm A Demand: QA = 200  . PA + PB Firm A Total Cost: TCA = 50·QA

Firm B Demand: QB = 200 .  PB + PA Firm B Total Cost: TCB = 50·QB

In this situation, the price-reaction functions become:

Firm A: PA = 125 + 0.5PB Firm B: PB = 125 + 0.5PA

With respect to the firm demand equations, explain the rationale for (i) the increase in own price leading to a decrease in the firm's own quantity and (ii) the increase in the other firm's price increasing the firm's own quantity. Find the Bertrand/Nash equilibrium prices. Determine each firm's profit at the Bertrand prices.

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Nusrat Fatima
Nusrat FatimaLv10
28 Sep 2019

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