Plainwell Polymers is going to producing the main dashboard structure for a new car design. The dashboard will be produced in three colors with expected daily demand as follows: Black: 470 units/day Grey: 130 units/day Tan: 200 units/day The injection-molding machine can produce a total of 1,025 parts per day running 24 hours per day. If Plainwell is going to produce the parts using a cyclic schedule and it takes 2 hours to change from one color to the next, what is the minimum cycle time for the cyclic schedule in hours? Note that there are 24 hours in 1 day HINT: You can use the ELSP Homework spreadsheet to answer this question Plainwell Polymers is going to producing the main dashboard structure for a new car design. The dashboard will be produced in three colors with expected daily demand as follows: Black: 375 units/day Grey: 145 units/day Tan: 200 units/day The injection-molding machine can produce a total of 880 parts per day running 24 hours per day. It costs Plainwell $1,250 to set up each color for producition and the daily holding cost for each part is $0.14. What is the length of the lowest cost cyclic schedule (ignoring setup time constraints) in days