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Question
Consider a supply-constrained process that consists of multiple sequential tasks, through which flow units are fed from one task to another sequentially before emerging out of the process. Each task is associated with a distinct resource. Suppose that one of the tasks is randomly chosen and then the resource capacity of that task is increased by a small amount. Because the change is only incremental, the process will remain supply-constrained and the bottleneck resource of the process will remain the same. What must happen as a result of this incremental capacity increase?
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