[See Solution] Consider the following LP and its Solver output: From the SOLVER output: Determine the range of values of c 1 for which the current basis
Question: Consider the following LP and its Solver output:
From the SOLVER output:
- Determine the range of values of c 1 for which the current basis remains optimal.
- Determine the range of values of c 2 for which the current basis remains optimal.
- Determine the range of values of RHS b 1 for which the current basis remains optimal.
- Determine the range of values of RHS b 2 for which the current basis remains optimal.
NOTE: Please make sure that you justify your answer.
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