If an optimum does exist on an unbounded region, where must it occur?

Question

Accepted Answer

B. At a corner point

1. Unboundedness threatens whether an optimum exists at all.
2. It does not change where one would have to sit if it does.
3. If it exists, it must occur at a corner point of the region.
4. The corner point theorem still applies.
_Source: syllabus Mathematics Part II, Ch 12 'Linear Programming'_

Answer

At a casual point

Answer

At a central point

Answer

At a curved point

If an optimum does exist on an unbounded region, where must it occur?

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