Kool Skateboards is a new skateboard company founded by a Trojan entrepreneur. Kool has a factory near USC that manufacturers then packages and ships three types of boards: Product A is a board for professional riders, Product B is a reasonably priced board for the average rider, and Product C is a basic beginner board. There are three manufacturing machines that are operated 16 hours per day. The processing time to manufacture Product A is 4 minutes, 3 minutes for Product B, and 2 minutes for Product C. Four workers package the boards. The time to package Product A, B, and C respectively are 4 minutes, 3 minutes, and 2 minutes. Each worker works 8 hours per day. And finally, two workers are responsible for the shipping task for all products (label and add postage). Regardless of the product type, it takes 60 seconds to complete the shipping tasks. This worker also works 8 hours per day. The demand for the products per day is as follows: 100 units for Product A, 400 units for Product B, and 200 units for Product C. Assume that the demand must be served in the mix described above (i. e., for every 1 unit of A, there are 4 units of B and 2 units of C)