Mathematics · Linear Programming
In a Linear Programming Problem, let R be the feasible region. Consider the following statements: A. If R is unbounded, then a maximum or minimum value of the objective function may not exist. B. If R is bounded, then a maximum and minimum value of the objective function will always not exist. C. If an optimal solution exists, it must occur at one of the corner points. D. If R is bounded, then the maximum will exist but the minimum may or may not exist for an objective function. Choose the correct answer from the options given below:
Verified Solution4 OptionsUpdated: October 2026👁️1 View
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- 1A, B, and C only
- 2B only
- 3A and C only✓
- 4D and C only
Correct answer
A and C only
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