Question: 1. Based on the following information, calculate the Minimum Cost for the following linear programming problem. There is a Distribution Center capable to distribute two

1. Based on the following information, calculate the Minimum Cost for the following linear programming problem. There is a Distribution Center capable to distribute two products to two assembly lines for warehouse retails business. The assembly line located in NC requires a minimum of 3000 hours of production while the one located in FL requires some minimum of 2000 hours. The assembly for product A requires 20 minutes in NC or 30 minutes in FL. The assembly of the product B requires 30 minutes in NC and 25 minutes in FL. The assembly cost in NC is $5.00 for A and $4.00 for B. Products A and B cannot be negative. 2. Based on the following information, calculate the Maximum Profit for the following linear programming problem. If the manufacturing costs of new airplanes are $1.5M for model DFL and $4.5M for model ELD, which production combination will maximize the profits if the selling price is $3M and $7M respectively? The LA or the NY warehouses can use no more than 2000 hours each. The model DFL requires 30 hours in LA or 50 hours in NY for it production. The model ELD requires 45 hours in LA or 20 hours in NY. The number of airplanes DFL or ELD cannot be negative

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