QUESTION 1 O points Save Answer A beverage cans manufacturer makes 3 types of soft drink cans needed the beverage producers to fill soft drinks of three different volumes. The maximum availability of the machines' time allotted per day is 90 hours and the supply of metal is limited to 120 kg per day. The following table provides the details of the input needed to manufacture one batch of 100 cans. Cans Small Maximum 5 120 4 90 Large Medium Metal (kg)/batch 9 6 Machines' Time (hr)/batch 4.4 4.2 Profit/batch $50 $45 Let L = number of Large cans produced M = number of Medium cans produced S = number of Small cans produced If we formulate the problem and find L=O, M=10, and S= 12, what is the profit? $42 QUESTION 2 25 points Save Answer Use this graph to answer the questions. The problem is maximization. The constraints with negative slope are pointing to the origin, and the constraint with positive slope is pointing up. The dotted line is the isoprofit (you can ignore it). M D V IV E 5 10 Which area (I, II, III, IV, or V) forms the feasible region? Feasible Area is