This is for an engineering class and the book used is operat
This is for an engineering class, and the book used is (operations research applications and algorithms). Thank you.
Book link: http://www.math.washington.edu/~billey/classes/480/course.notes/Winston.OperationsResearch.pdf
Solution
SOl)
Entering =X2, Departing =S2, Key Element = 3
R2 (new) =R2 (old) ÷3=R2 (old) 1/3
R1 (new) =R1 (old) 2R2 (new)
Entering =X1, Departing =S1, Key Element = 5/3
R1 (new) =R1 (old) ÷53=R1 (old) 3/5
R2(new) =R2 (old) +1/3R1(new)
Since all CjZj0,
Optimum Solution is arrived with value of variables as :
X1=0.1
X2=0.2
Maximise Z=1.1
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| Subject to constraints | ||||||||||||
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| and X1,X20 |
