Help, anyone? With geometry? The organizer of a race is ordering filled souvenir water bottles for the participants. With a discount, small bottles (8 oz) cost $0.80 each and large bottles (12 oz) cost $1.15 each. The discount applies when at least 1000 oz of water are ordered. Based on last year’s needs, the number of large bottles should be at least 30 more than two-fifths the number of small bottles, as long as neither number of bottles exceeds 80. The organizer is interested in minimizing the cost.

Question

acwbab · Answer

A. Write the constraints for the situation. Let x be the number of small bottles and y be the number of large bottles.
B. Write the objective function.
C. Graph the feasible region and label the vertex points with their coordinates.
D. How many of each size water bottle minimizes the cost? What is that cost? Show your work.

acwbab · Answer

^^^ not multiple choice options, but the answers I must give ^^^