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For this Cournot problem, you have two firms that are simultaneously deciding of what quantity to produce to maximize their profits. Given the following P=100-Qand
For this Cournot problem, you have two firms that are simultaneously deciding of what quantity to produce to maximize their profits.
Given the following P=100-Qand Q=q1+q2 the total cost = Q40.
What is each firm's profit-maximizing quantity?
What is the market price?
How much profit does each firm make?
What would happen if one firm doubled or halved its profit-maximizing quantity? (need help solving this question, step by step if possible)
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