Problem 2 (#34) A manufacturer produces two products, Product A and Product B, which are sold in two markets. The monthly demand functions, in dollars, are 1):: = 500 0.23: and py = 600 033?. where x and 3! one hundreds of units of each product. The monthly cost function is C05,?) = 100,000 + 100x + 18m.I + 0.2xy. (3) Determine the total monthly revenue function 30:, y). {b} Determine the total monthly prot function P(x, y). (c) Determine how many units of each product should be produced and sold per month to maximize the manufacturer's monthly total prot