Question
Suppose that there is a model with two constraints
1) 120x1+160x2 <=(less than or equal to)450
2) 3x1+10x2 <= 25
and there is a third constraint called min. requirement,
orginally this constraint is:
37x1+65x2 >= (greater than or equal to)120
I have to find all values of the right hand side of the gram requirement that make the model infeasible? How could I do that? What calculations do I use?
1) 120x1+160x2 <=(less than or equal to)450
2) 3x1+10x2 <= 25
and there is a third constraint called min. requirement,
orginally this constraint is:
37x1+65x2 >= (greater than or equal to)120
I have to find all values of the right hand side of the gram requirement that make the model infeasible? How could I do that? What calculations do I use?
Answers
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