5. A firm sells two products. The demand functions for two products are: q1 = 120-4p1 - p2 q2 = 90-2p1-3p2 where p; equals the price of product j in dollar and q; equals to demand (in thousands of units) for product j. a. Determine the price which should be charged for each product in order to maximize total revenue from the two products. b. How many units will be demanded of each product at these prices? c. What is maximum total revenue?

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