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Consider two firms producing an identical product in a market where the demand is described by p = 1; 200 - 2Y. The corresponding cost functions are c1 (y1) = y21 and c2 (y2) = 3y22
(a) State the profit maximization problem of firm 1 and use the first order condition to derive firm 1s reaction function.
(b) State the profit maximization problem of firm 2 and use the first order condition to derive firm 2 s reaction functions.
(c) Solve the system of reaction functions to identify how much each firm is producing; what is the market quantity, the market price, and the corresponding individual and collective profits.
(d) Assuming that the firms can coordinate their actions, what are the individual quantities produced the market quantity, the market price, and the resulting joint profits?
(e) How will the firms distribute the joint profits (Hint: find the minimum amount that each firm is willing to accept and the maximum amount available for each firm under the cartel agreement). Is this form of cooperation sustainable? Explain.
In this problem set we are going to analyze returns of indices for three hedge funds strategies (market neutral, risky arbitrage, long/short). The indices are constructed by CSFB/T
I have a midterm coming up the teacher is allowing us to have a front & back cheats on anything we want on it. Is there a way you guys can make me one?
goods returned by a customer Rs 2000 costing Rs 1900
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need help finding my retianed earnigns
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