A factory has three machines (1, 2, 3) and three jobs/tasks (A, B, C) to be assigned to this machine, with these restrictions: Each machine will be assigned to complete one job. Each machine can do any of these four jobs; the catch is, the time required to complete each job is different from one machine to another (see the cost table below What is the minimize the total time it takes to complete all the jobs?
A factory has three machines (1, 2, 3) and three jobs/tasks (A, B, C) to be assigned to this machine, with these restrictions: Each machine will be assigned to complete one job. Each machine can do any of these four jobs; the catch is, the time required to complete each job is different from one machine to another (see the cost table below What is the minimize the total time it takes to complete all the jobs?
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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A factory has three machines (1, 2, 3) and three jobs/tasks (A, B, C) to be assigned to this machine, with these restrictions:
Each machine will be assigned to complete one job.
Each machine can do any of these four jobs; the catch is, the time required to complete each job is different from one machine to another (see the cost table below
What is the minimize the total time it takes to complete all the jobs?
Attached is the cost time table it take each machine to complete each task
Transcribed Image Text:Cost Table (Time for machines to complete jobs)
Machine
Task A
Task B
Task C
1
12
6
2
7
8
3
3
5
6
How to read this table. E.g., the number "12" (first row) means
the time (or cost) for Machine 2 to complete Task B.
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