Linear and nonlinear programming – MCQs – EE

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1. Linear programming problems have:



2. The feasible region in linear programming is:



3. The objective function in linear programming is:



4. Constraints in linear programming can be:



5. The Simplex method is used for:



6. In nonlinear programming, the objective function is:



7. Lagrange multipliers are used to:



8. Kuhn-Tucker conditions apply to:



9. Graphical method can be used for:



10. Slack variables are introduced to:



11. Surrogate constraint method is used in:



12. Gradient-based methods are used in:



13. Convexity of the objective function ensures:



14. Penalty function methods help to:



15. Dynamic programming solves problems by:



16. Objective function in economic dispatch is:



17. Nonlinear constraints can be:



18. Iterative methods are often used in:



19. Sensitivity analysis in LP helps to:



20. Duality in linear programming provides:



21. Kuhn-Tucker multipliers are analogous to:



22. Simplex iterations terminate when:



23. Piecewise linearization can be applied to:



24. Feasible region in nonlinear programming can be:



25. Sequential quadratic programming (SQP) solves:



26. Lagrangian function is used to:



27. Slack and surplus variables are used to:



28. Gradient descent is:



29. Convergence criteria in nonlinear programming include:



30. Multi-objective programming optimizes:



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