Question: it is very urgent...please solve as soon as possible Consider two rms with differentiated products, whose demand functions are given by: q1 = a 2p1

it is very urgent...please solve as soon as possible

it is very urgent...please solve as soon as possible Consider two rms

Consider two rms with differentiated products, whose demand functions are given by: q1 = a 2p1 +132, and q2 = 2 2p2 +191, where q, and p, are their quantities and prices. Their constant marginal costs are given by: Ci = 1 and (:2 = 1. Assume that rm 1's intercept, a, is known only to rm 1. Firm 2 knows that a can be either 1.5, or 2.5, with equal probabilities. The rms compete in prices in a simultaneous move game. (i) Find the equilibrium prices, (ii) explain what happens if private information can be revealed costlessly

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