A monopolistic producer of two goods, G1 and G2, has a total cost function TC = 5Q1 + 10Q2 where Q1 and Q2 denote the quantities of G1and G2 respectively. If P1 and P2 denote the corresponding prices then the demand equations are P1 = 50 - Q1 - Q2 P2 = 100 - Q1 - 4Q2 The firm's total costs are fixed at 100$. Estimate the new optimal profit if total costs rise to 353$

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