Consider the following MIP problem, where x1 and x2 are positive integer variab...

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Consider

the following MIP problem, where x1 and x2 are positive integer variables, x3

is a positive continuous variable, and z is the objective function value. What

can you infer from a detailed inspection?

This is a minimization problem.

100%

There are two integer optimal solutions.

0%

One branch ends in an infeasible solution.

0%

All options are correct.

0%

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