MCQsLlearn App Free MCQsLearn App Download - Android - iOS
As an Amazon Associate I earn from qualifying purchases.

Linear Programming Examples MCQ with Answers PDF Download eBook

Linear Programming Examples Multiple Choice Questions (MCQ) to solve linear programming examples quiz answers PDF worksheet, business mathematics test for online courses. Practice linear programming: an introduction Multiple Choice Questions and Answers (MCQs), "Linear Programming Examples" quiz questions PDF for online bachelor degree programs in business administration. Learn linear objective function, introduction to linear programming, mathematical programming test prep for online BBA business administration.

"The objective of linear programming for an objective function is to" Multiple Choice Questions (MCQ) on linear programming examples with choices maximize or minimize, subset or proper set modeling, row or column modeling, and adjacent modeling for online bachelor degree programs in business administration. Solve linear programming examples quiz questions for merit scholarship test and certificate programs for online college courses for business management.

MCQs on Linear Programming Examples PDF Download eBook

MCQ: 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

A

MCQ: 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

A

MCQ: 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

B

MCQ: 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

A

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

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

B