Sausage and Cheese inc, prepares three gift packages containing sausages and cheeses. The "Tasters," "Succulent," and "Gourmet" gift packages contain 3 sausages and 6 cheeses, 5 sausages and 4 cheeses, and 6 sausages and 5 cheeses, respectively. There are 2500 sausages and 3000 cheeses available for packing, and demand is unlimited. Profits are \( \$ 2.50, \$ 3.50 \), and \( \$ 4.00 \) for the "Tasters," "Succulent" and "Gourmet" gift packages, respectively. The goal is to maximize profits. Let T, S, and G represent the number of gift packages produced of type "Tasters," "Succulent" and "Gourmet" recnertivalu Tha fallniainis whin .... "izes the problem. Which of the following are the proper non-negativity constraints? A. \( T, S, G \neq 0 \) B. T. S,G \( \leq 0 \) C. T, S, \( G>0 \) D. C, \( G<0 \) E. T, S, \( G \geq 0 \)