Exam 16: Scheduling

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In an assignment method problem, if it takes Abe 3 hours to build a birdhouse and 4 hours for a doghouse, while Betty takes 4 hours for a birdhouse and 3 hours for a doghouse, what is the reduced cost (in hours) of assigning Abe to build the doghouse?

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Can an optimum assignment be made after the first modification of the row and column reductions table?

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The SPT rule minimizes idle time for subsequent operations.

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Bottlenecks may shift with the passage of time, so that different operations become bottleneck operations at different times.

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What is the idle time at machine B for the optimum schedule?

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Using the cost information given in the table below, assign work crews to jobs so that total cost is minimized.

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What is the average completion time for the shortest processing time (SPT) priority rule? Average job tardiness? Average number of jobs at the center?

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The purpose of cyclical scheduling is to:

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Priority rules are widely used to sequence jobs in high-volume systems.

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What is the sequence which will minimize throughput time?

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What is the optimum job sequence for the jobs listed below using Johnson's Rule? What is the optimum job sequence for the jobs listed below using Johnson's Rule?

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Where in the optimum sequence should car E be scheduled?

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Job X arrived at work center Q at noon.At 2 p.m.that same day X was begun.X left work center Q at 3:15 p.m.that same day.X's flow time, in minutes, was __________.

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A manager must assign four engineers to projects, one to a project.The leader of Project C has indicated that he does not want engineer 2 or 3 on his project.Given the cost figures below for each project-engineer combination, and keeping in mind that two combinations are undesirable, determine assignments such that total cost will be minimized.

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In a single work center, makespan improvement can be accomplished by selecting the optimal sequencing rule.

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For the optimal schedule, what is the total number of hours required to complete these jobs?

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The matrix below shows relative costs for various job-machine combinations.Which set of pairs constitutes the minimum-cost solution using the Assignment method? The matrix below shows relative costs for various job-machine combinations.Which set of pairs constitutes the minimum-cost solution using the Assignment method?

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In an assignment model where there are fewer jobs than resources:

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Can an optimum assignment be made after the row and column reductions?

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If he uses the shortest processing time first (SPT) priority rule to schedule these jobs, what will be the average number of jobs in his shop today?

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