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49) A company is trying to balance production between 3 workstations on an assembly line. Currently
there are 5 tasks that need to be performed. These tasks, ABCDE, have required times of 2 minutes, 4
minutes, 1 minutes, 3 minutes, and 10 minutes, respectively. The assembly line needs to produce 40 units
per day to meet demand and can work for up to 8 hours each day.
(a) What is the required cycle time?
(b) What is the theoretical minimum # of workstations?
(c) Assign the tasks according to the shortest task time heuristic.
50) An assembly line is assigned as follows. Station 1– task A, B, and C. Station 2- task D. Station 3- task E
and F. The task times are 7, 3, 2, 9, 4, and 5 minutes respective to A, B, C, D, E, and F. (Assume that there
is no precedence relationship between the tasks, i.e., they can be performed in any order)
(a) Calculate the efficiency.
(b) What would the assignment of tasks to stations be using the shortest processing time heuristic
(assuming the current maximum station time remains the cycle time)?