Long Description:

The constraints do not define a region with any points in common in Quadrant

I. When the constraints of a linear programming problem cannot be satisfied

simultaneously, then infeasibility is said to occur. This may mean that the

constraints have been formulated incorrectly, certain requirements need to be

changed, or that additional resources are required before the problem can be

solved.

,! 3/ra9ts d n def9e a region ) any po9ts 9 -mon 9 ,quadrant

,i4 ,:5 ! 3/ra9ts (a l9e> programm+ pro#m _c 2 satisfi$

simultane\sly1 !n 9f1sibil;y is sd 6o3ur4 ,? may m1n t !

3/ra9ts h be5 =mulat$ 9correctly1 c]ta9 require;ts ne$ 6be

*ang$1 or t a4i;nal res\rces >e requir$ 2f ! pro#m c 2

solv$4

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