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. Consider a market with two identical firms: Firm A and Firm B. . The market demand is P = 290 - 3Q, where Q

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. Consider a market with two identical firms: Firm A and Firm B. . The market demand is P = 290 - 3Q, where Q = qA + qB and the firms cost structure is such that MCA = ACA = 35 and MCB = ACB = 45. . The Cournot-Nash quantities are qA = 29.44 and qB = 26.11. . Market price is P = $123.35. . Firms earn profits of TA = $2601.02 and TB = $2045.72. Determine consumer surplus for this market. Consumer Surplus = (Round to two decimal places.) CHECK

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