Machine 1Machine mMmNotation: MIP models for scheduling single stage "m" parallel machinesIndicesk-machine no.,k € (1.m)1-job,i € (1.n)1-job,j e (1. n}Input parametersm= total number of machinesn= number of jobsPprocessing time of job"d,- due date of job "M-large numberDecision variablesTO_startup time of job "Yu hinary variable, 1:1f job"C precedes job"f in the processing sequence,0: otherwiseWa- himary variable, 1:if job "Tis processed on machine "k",0 otherwisek machine no.,k € {1 - m}1- Job,Ie (1. . m)1-Job./E (1.n)M-total number of machinesnnumber of JobsA-processing time of fob "fd- due date of fob "M- large mumberDecision varlablesxstartup time of jobYu= binary variable, 1:4f job precedes job " in the processing sequence,0: otherwiseW-binary variable, 1:1f fob "C is processed on machine "k", 0: otherwtse Decision variablesX = startup time of job "i"Yıy = binary variable, 1:if job "i" precedes job "j" in the processing sequence, 0: otherwiseWk = binary variable, 1:if job "i" is processed on machine "k", 0: otherwise"If the release time for the job " i" is r;, then this condition can be incorporated into the modelas:O a. x; + P; ri, Vinone of the mentionedO d. ; +Pi = ri, Vi?AO e. T; 2rir

In this problem, it is asking about the condition for release time for a job i.

Answered: "If the release time for the job " i"…

"If the release time for the job " i" is r;, then this condition can be incorporated into the model as: O a. t; + Pi ri, Vi Ос. none of the mentioned O d. ; + Pi = ri, Vi O e. r; ri, Vi

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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