Question: We are solving a MAX OBJECTIVE problem P. Some of the variables in P are constrained to be integer or binary. Let Z denote the

We are solving a MAX OBJECTIVE problem P. Some of the variables in P are constrained to be integer or binary. Let Z denote the optimal objective value of P solved as an integer program and Z_LP denote the optimal objective value of P solved by ignoring the integer requirements on the variables. Which of the following statements is always true?

Group of answer choices:

A) Z_LP = Z

B) Z_LP >= Z

C) Z_LP <= Z

D) Z_LP is always strictly less than Z, Z_LP < Z

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