Question: What distinguishes a linear objective function in optimization? a. The optimum is always attained at the constraint boundaries and a local optimum is also a

What distinguishes a linear objective function in optimization?


a. The optimum is always attained at the constraint boundaries and a local optimum is also a global optimum.


b. The optimum is never reached at the constraint boundaries.


c. A local optimum may not be a global optimum.


d. The optima may be found only in the interior of the constraints.

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