Operations Research Quizzes, Questions & Answers

Top Trending Quizzes

Are you ready to enhance your optimization skills? The Integer and Goal Programming Quiz offers an engaging opportunity to test your knowledge and deepen your understanding of critical concepts in operations research. This quiz...

Questions: 35 | Attempts: 24315 | Last updated: Oct 13, 2024

Sample Question
Mark the correct statement about integer programming problems (IPPs):

Pure IPPs are those problems in which all the variables are non-negative integers.

The 0-1 IPPs are those in which all variables are either 0 or all equal to 1.

Mixed IPPs are those where decision variables can take integer values only but the slack/surplus variables can take fractional values as well.

In real life, no variable can assume fractional values. Hence we should always use IPPs.

Operations Research Quiz: Trivia Test!

Dive into the essentials of Operations Research with this trivia test! Explore key concepts like Linear Programming, the North West Corner rule, and Vogel's Approximation Method. Perfect for learners aiming to understand...

Questions: 10 | Attempts: 6877 | Last updated: Mar 22, 2023

Sample Question
The scientific method in O.R. study generally involves

Judgement Phase

Research Phase

Action Phase

All of the given

None of the given

PERT CPM- Operations Research Quiz

Get ready for this wonderful PERT CPM- Operations Research Quiz. This test is on the topic PERT CPM, subject Operations Research. Are you sure you will be able to pass this test? If yes, then try your luck here. This test...

Questions: 10 | Attempts: 8243 | Last updated: Mar 22, 2023

Sample Question
CPM is:

Critical Project Management

Critical Path Management

Critical Path Method

Crash Project Method

Operations Research Algorithms In Linear Programming Transportation Modelling And Assignment Modelling

Explore key concepts in Operations Research focusing on linear programming, transportation, and assignment modeling. This quiz assesses understanding of optimization techniques, decision variables, and methods like the Hungarian...

Questions: 50 | Attempts: 553 | Last updated: Mar 22, 2023

Sample Question
A problem of maximizing or minimizing a linear function (objective function) in presence of linear inequality and/or equality constraints.

Linear programming

LP

Linear optimization

All of the above

Operations Research Algorithm: Linear Programming Quiz

We welcome you to this super fun & informative Linear programming quiz! In an attempt to get solutions or make tough decisions, linear programming in mathematics helps us identify the best outcome of a situation. Find out how...

Questions: 50 | Attempts: 483 | Last updated: Sep 2, 2023

Sample Question
A problem of maximizing or minimizing a linear function (objective function) in presence of linear inequality and/or equality constraints.

Linear programming

LP

Linear optimization

All of the above

Recent Quizzes

What Do You Know About The Homicidal Chauffeur Problem?

What do you know about the homicidal chauffeur problem?

In the category of Pursuit-evasion problems is the homicidal chauffeur problem, which puts a theoretical runner in opposition to a theoretical driver trying to race him down while they both never get tire. The slow-moving runner...

Questions: 10 | Attempts: 122 | Last updated: Mar 21, 2023

Sample Question
Which category does the game belong to?

Differential game

Integral game

Time-factor game

Numerical game

Linear Programming Hardest Quiz:: Trivia!

Dive into the challenging world of linear programming with this trivia quiz! Test your understanding of dual problems, constraint handling, and variable relationships. Ideal for learners seeking to deepen their knowledge in...

Questions: 41 | Attempts: 2020 | Last updated: Mar 21, 2023

Sample Question
Mark the wrong statement:

If the primal is a minimization problem, its dual will be a maximization problem.

Columns of the constraint coefficients in the primal problem become columns of the constraint coefficients in the dual.

For an unrestricted primal variable, the associated dual constraint is an equation.

If a constraint in a maximization type of primal problem is a ‘less-than-or-equal-to’ type, the corresponding dual variable is non-negative.