Question: Please help ASAP A process involves 5 work elements (A, B, ,E) and their precedence relationships are as follows. The desired output per hour is
Please help ASAP
A process involves 5 work elements (A, B, ,E) and their precedence relationships are as follows. The desired output per hour is 45 units. Design an assembly line with the fewest number of workstations that will achieve the production quota (i.e., the desired outputs) without violating the precedence constraints. Point breakout: step 1 to precedence diagram (1pt), step 2 to calculate the desired cycle time (1pt), step 3 calculate theoretical minimum number of workstations (1pt), step 4 assign tasks to the workstation (2pts). In Step 4, please mark clearly which work element is assigned to which workstation. Finally, calculate the efficiency of the assembly line you design (1pt). For the efficiency, please show in percentage and do the rounding to the 2nd place after the decimal point in percentage (e.g.: 47.56%).
| Work Element | Precedence | Time (in minutes) |
| A | -- | 0.8 |
| B | A | 0.6 |
| C | -- | 0.3 |
| D | B, C | 1 |
| E | D | 0.5 |
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