Linear Programming Examples Multiple Choice Questions (MCQ) PDF Download

MCQ 1: The objective of linear programming for an objective function is to

1. maximize or minimize
2. subset or proper set modeling
3. row or column modeling
4. adjacent modeling

MCQ 2: For a linear programming equations, the convex set of equations is included in the region of

1. feasible solutions
2. disposed solutions
3. profit solutions
4. loss solutions

MCQ 3: In the graphical solutions of linear inequalities, the solution can be divided into

1. one subset
2. two subsets
3. three subsets
4. four subsets

MCQ 4: The linear programming used to optimize mathematical procedure and is

1. subset of mathematical programming
2. dimension of mathematical programming
3. linear mathematical programming
4. all of above

MCQ 5: In linear programming, the objective function and objective constraints are

1. solved
2. linear
3. quadratic
4. adjacent