(1) r md le atletne po nts or the region denned by these inequalities (ii) Does...
(1) r md le atletne po nts or the region denned by these inequalities (ii) Does this set have any direction of unboundedness? Either prove that non of a direction of unboundedness. 5. Consider the linear program minimize z=-5x1-7T2 subject to -3 +2r2 S 30 ,222 0 (i) Draw a graph of the feasible region (i) Determine the extreme points of the feasible region (ii) Determine two linearly independent eztreme directions of unboundedness (iv) Convert the linear program to standard form and determine the basic feasible sol (v) Determine the directions of unboundedness for the problem written in standard f 6. Consider the linear program subject to 2r 3 s18 エ1-2ぬく2 Represent the pointエー(1,1)T as a convex coinbination of extreme points ples, if applica unboundeduess. Find two different representations T. Consider the linear program maximize2r2