Consider the LP P: max or min subject to: Constraint 1: Constraint 2: Constraint 3: Constraint 4: W= min Left Hand Side Constraint 5: All decision variables non-negative. z = - - 4x1 + 3x1 + 501 + 13x110x2 + 2x3 13x1 + 9x2 + 11x3 I1, 23 Transform Pinto Standard Max Form. If you need to transform a variable that is unrestricted in sign, uses for the positive part and t for the negative part. Not all constraints need be filled in. To find the optimal solution of P, take the negative of the optimal solution to the following equivalent LP (that is in Standard Max Form): One of: EEE 2x + 7x + 3x2 - 5x3 1x3 10x3 IV Right Hand Side ALALII VI O 9 > -10 14 -7