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The feasible location is represented by OABCD as it satisfies all the above mentioned-outlined three limitations.
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The row that contains the smallest quotient is identified to find the pivot row. As 8 would be the smaller quotient as compared to 12 Consequently, row two turns into the pivot row. The intersection in the pivot row as well as pivot column provides the pivot factor.
There are two key solutions obtainable for resolving linear programming problem. These are generally the simplex technique plus the graphical technique. Supplied below would be the actions to unravel a linear programming problem utilizing both equally solutions.
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