We have a process with six steps; each step occurs in order. All product must go through each step. Each product can be sold for $85 per item; the process operates for 8 hours a day, 285 days a year. Each workstation can work on one tiem at a time. The number of workstations for each step, as weil as the flow time for each step, is given here: Given the revenue eenerated from selling the item, the throughpat rate of the process, the number of bours per day, and the namber of days per year that the process operates, and assuming that we are not starved by sepply and can sell all of the product we make, how mach revenue can the process generate in a year? We have a process with aix ateps, each step oceurs in order. Al product must go through each step. Each product can be sold for s85 per ilemc the process operates for a hours a day, 285 days a yeac, Each wobkstation can work on one fiem at a time. The number of workstations for kach stap, as well as the flow time for each step, is given here