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If the feasible region is bounded, the objective function has both a maximum and a:

AMinimum value
BMidpoint value
CMultiple value
DMistaken value
Answer & Solution
Correct answer: A. Minimum value
1. A bounded region is closed in on every side. 2. The objective function cannot run away to infinity on it. 3. If the region is bounded, the function has both a maximum and a minimum on it. 4. Each of these occurs at a corner point. _Source: syllabus Mathematics Part II, Ch 12 'Linear Programming'_
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