Consider the following LP problem: Min

Z=5x_(1)+3x_(2)

Subject to:

6x_(1)+2x_(2)>=18

10x_(1)+15x_(2)=0

What are the corner points for the minimization problem? (The idea is to see if you got the feasible region right. For this, you have to have all the corner points correct. Having some of them right and others wrong would not get you partial credit as it means that you did not get the feasible region right. It is about the feasible region, not the corner points. Corner points is just a mechanism to describe the feasible region).