Question: Maximization Graphical Solution (15.0 points)
Graphically solve the linear programming model from the previous problem and determine the set of extreme points that make up the set of feasible solutions.

1. (x1=0, x2=120, z=240), (x1=90, x2=75, z=420), (x1=240, x2=0, z=720)
   
   b) (x1=0, x2=120, z=240), (x1=90, x2=75, z=420), (x1=135, x2=0, z=405)
   
   c) (x1=0, x2=225, z=450), (x1=90, x2=75, z=420), (x1=135, x2=0, z=405)
   
   d) (x1=0, x2=225, z=450), (x1=90, x2=75, z=420), (x1=240, x2=0, z=720)
   

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