Multiple Choice

An electrical contracting company has three dispatchers who each use a different method to build daily technician schedules from a pool of 18 unassigned service calls spread across a metropolitan area. Review their approaches and determine which dispatcher's method is most likely to produce efficient, practical daily routes.

Dispatcher A: Sorts all 18 jobs by the time each customer originally called in, assigns the first six to Truck 1, the next six to Truck 2, and the last six to Truck 3, then maps out driving directions for each truck.

Dispatcher B: Plots all 18 jobs on a map, identifies three groups of jobs that are geographically close together, anchors each group around any jobs that have a confirmed appointment time, fills in nearby flexible jobs around those anchors, and then assigns one group per truck before planning the driving order within each group.

Dispatcher C: Identifies the three jobs with confirmed appointment times first, assigns one to each truck, and then distributes the remaining 15 flexible jobs evenly—five per truck—by rotating through the list alphabetically by customer last name, regardless of location.

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Updated 2026-05-04

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