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What does the Extreme Point Theorem state about the optimum solution of an LPP, if it exists?

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Question

What does the Extreme Point Theorem state about the optimum solution of an LPP, if it exists?

Options

  • It occurs only at the origin.

  • It occurs at every infeasible solution.

  • The optimal value is attained at at least one corner point of the feasible region

  • It occurs outside the feasible region.

MCQ
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Solution

If an optimum solution exists, the Extreme Point Theorem ensures that the optimal value is attained at at least one corner point of the feasible region. Hence, objective-function values are evaluated at corner points.

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