A company produces two very similar products that go through a three$-$step sequence of fabrication, assembly, and packaging. Each step requires one day for a lot to be completely processed and moved to the next department. Processing requirements for the departments $($hours per unit$)$ are Fabrication Assembly Packaging Product Labour Machine Labour Machine Labour Machine A $211\mathrm{.}5110\mathrm{.}5$ B $11111\mathrm{.}50\mathrm{.}5$ Product Mon Tue Wed Thu Fri A $200400100300100$ B $300200200200200($a$)$ Develop the capacity requirements for each product and the total load for each day for each department. Ignore changeover time. $($b$)$ Evaluate the projected loading for the first three days of the week. Is the schedule feasible? What do you suggest for balancing the load?