Consider following constraints a two- variable liner program

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Reference no: EM13223006

Consider the following constraints a two- variable liner program.

1) x>=0
2) y>=0
3) x+y<=50

If the optimal corner point lies at the intersection of constraints 2 and 3, what is the optimal solution (x,y)? is any one can explain it?

Reference no: EM13223006

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