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(iii) Establish the target of the condition and Specific it as linear function of the decision variables linked to the phenomenon. The procedure is illustrated by the subsequent instance: Adverts:

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In Fig fourteen.4 the location ODQB in frequent on the feasible regions of inequalities 2X + Y ≤ 104 and X + 2Y ≤ 76 Hence all place lying additional reading With this area will fulfill both equally the constraints of the trouble. Thus ODBQ is our expected feasible region. Now the iso-contribution line p1 p1 is moved to-wards ideal by drawing lines parallel to it until it touches the farthest point of the possible region ODQB, which evidently is the point Q.

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