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Observe that the most important negative quantity belongs to the expression that contributes most to the target function. This is certainly intentional considering the fact that we wish to focus on values which make the output as significant as is possible.
These 3 equations are known as the constraint boundary equation (bearing in mind the equality only). Usually, the linear constraints are constraint boundary equations as the the best possible value of the choice variables will lie within these linear constraints for which the objective functionality attains the maximum (or minimal) worth.
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two) For each optimistic entry b while in the pivot column, compute the ratio a/b, wherever a may be the selection from the rightmost column in that row. We get in touch with this a test ratio.