This problem has THREE multiple choice questions. Choose the correct anwwer froen each dropdown box. A plant manutactures two different products: P and Q. Selling prices, raw material cost, and weekly market demands for both products are shown in the Table 1. The plant has two different machines, A and B, each available 2.400 minutes per week. There is a single unit of each machine, and each can process both products, but can work an anly one unit of material at a time. Required process times per product and per machine are siven in the Table? 2. Moreover, the plant has a foxed eperating cost of $10,000/ week. Table 1: Table 2. 1. What is the constraint in this example? 2. What is the product mix that maximizes profits (occording to the bottieneck or throughput-world opprodch)? 3. What is the maximum weekly profit that this plant can earn? (Hint. Do not forjet fo account for any foxed costs? 1. What is the constraint in this example? t maximizes prof 2. What is the product mix that maximizes approach)? [ Select] 70 units of P and 80 units of Q 70 units of P and 68 units of Q 60 units of P and 80 units of Q 76.67 units of P and 60 units of Q 40 units of P and 80 units of Q 3. What is the maximum weekly profit fixed costs!) [Select]$13,600$1,600$14,440$4,440$0