If we have the following, $$ \text{max: } z = c^Tv $$ $$ \text{s.t } Av = u $$ $$ v \geq 0 $$ If this is unbounded, then can I state that for any vector $u'$ other than $u$ it will either be unbounded or infeasible
2026-03-07 16:51:18.1772902278
Replacing vector in LPP
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