QUESTION 21 Match the word problem to the system of inequalities representing the word problem The Witweit Company produces two types of wood chippersconomy and down. The den A Maximize: P - 76% - 90 model regres 3 hours to assemble and hour to paint, and the economy model requires ? hours to assemble and 1 hour to paint. The maximum number of combly hours available 24 per day Subject to: 2x+3y s24 and the maximum number of painting hours available is per day, the profit on the deluxe model is 100 per unit and the profit on the economy model is $76 per unit, how many units of each model wil X + 58 2Y maximize profit? x, y20 B. Minimize: C = 800x + 600y The Janie Gore Drapery Company makes three types of draperles at two different location. At location It can make 10 pairs of deluxe drapes, 20 pairs of better drapes, and 13 pairs of standard drapes per Subject to: 10x + 20y s13 day. At location Il, it can make 20 pairs of deluxe, 50 pairs of better, and 6 pairs of standard per day. The 20x56y s6 company has orders for 3000 pairs of deluxe drapes, 6300 pairs of better drapes, and 1800 pairs of standard drapes. If the daily costs are $800 per day at location and $600 per day at location II, how y20 many days should Janie schedule at each location in order to fill the orders at minimum cost? C. Maximize: P- 103.5x + 13.5y Newjet. Inc, manufactures inkjet printers and laser printers. The company has the capacity to make 70 Subject to: 2x + 6y 5600 printers per day, and it has 120 hours of labor per day available. It takes 1 hour to make an inkjet printer and 3 hours to make a laser printer. The profits are $60 per inkjet printer and $50 per laser printer. Find x + y $200 the number of each type of printer that should be made to glve maximum profit, and find the maximum X, y 20 profit D. Maximumize: P = 60x + 50 A company manufactures two types of electric hedge trimmers, one of which is cordiess. The cord-type trimmer requires 2 hours to make, and the cordiess model requires 6 hours. The company has only 600 Subject to : x + 3y s 120 work hours to use in manufacturing each day, and the packaging department can package only 200 trimmers per day. If the mpany profits are $103.50 for the cord-type model and $13.50 for the cordless x + y s 70 model, how many of each type should the company produce per day to maximize profits? X, y 20