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A "twin" of this problem might be penned by transposing the coefficients. Place the coefficients of the constraints into an augmented matrix. Area the coefficients of the target perform into The underside row, with a 0 in the best element:
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Assign slack variables along with the (z) variable as with The fundamental simplex algorithm, and develop a simplex matrix. For each slack variable that features a destructive benefit from the Original fundamental Resolution, incorporate a definite artificial variable to that constraint.
It appears like It is really gonna work in several cases, Should you have answers make sure you Evaluate them with this inequality.
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