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Firm 1 and Firm 2 are Bertrand duopolists. Firm 1 has MC=1 and Firm 2 has MC=2.01. The demand for their product is p =
Firm 1 and Firm 2 are Bertrand duopolists. Firm 1 has MC=1 and Firm 2 has MC=2.01. The demand for their product is p = 7 - Q, where Q is total quantity demanded. Assuming that prices can only be set to the nearest penny ($0.01), what is profit for the firm who earns the highest profit?
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