Question: Consider the following mathematical programming formulation Maximize z=5x1+7x2 Subject to This problem is best characterized as Binary Integer program Linear Program Mixed Integer Program Non-linear

Consider the following mathematical programming formulation Maximize z=5x1+7x2 Subject to This problem is best characterized as Binary Integer program Linear Program Mixed Integer Program Non-linear Integer program Consider the following mathematical programming formulation Mixed Integer Program Non-linear program Linear Program Binary Integer program All of the following statements about integer Programs are correct EXCEPT? An integer program may contain a mix of integer and continuous variables. Rounding the solution to the LP Relaxation to obtain integer values is a good strategy that will almost always give a near optimal solution to the IP. Solving an IP may require the LP relaxation to be solved many times. The time required to solve an integer program is in general moch longer than the time required to solve the corresponding L.P relaxation. Even with the rapid increase in computing power expected over the next 10 years, many integer programs of practical size will remain too diffeult to solve to guaranteed optimalify. An inventery planner 3cts up an integer program with the following settings Ader running thet program the fellowing message a pruentod. Which of the follawing most accurately deseribes the solution to the protram? Analjuc solve tau tound a solunsa that has a 250 probstilaty of being raboprimal. (fualyec Solver has found a solunco that is siumateed to be opeimial. Consider the following mathematical programming formulation Maximize z=5x1+7x2 Subject to This problem is best characterized as Binary Integer program Linear Program Mixed Integer Program Non-linear Integer program Consider the following mathematical programming formulation Mixed Integer Program Non-linear program Linear Program Binary Integer program All of the following statements about integer Programs are correct EXCEPT? An integer program may contain a mix of integer and continuous variables. Rounding the solution to the LP Relaxation to obtain integer values is a good strategy that will almost always give a near optimal solution to the IP. Solving an IP may require the LP relaxation to be solved many times. The time required to solve an integer program is in general moch longer than the time required to solve the corresponding L.P relaxation. Even with the rapid increase in computing power expected over the next 10 years, many integer programs of practical size will remain too diffeult to solve to guaranteed optimalify. An inventery planner 3cts up an integer program with the following settings Ader running thet program the fellowing message a pruentod. Which of the follawing most accurately deseribes the solution to the protram? Analjuc solve tau tound a solunsa that has a 250 probstilaty of being raboprimal. (fualyec Solver has found a solunco that is siumateed to be opeimial

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