BA7206 Applied Operations Research Syllabus Notes Question Papers 2 Marks Question Bank with answers - BA7206 AOR Study Materials
Anna
University BA7206 Applied Operations Research Notes Syllabus 2 marks with
answers Part A Question Bank with answers Key - MBA 2nd Semester
Anna University BA7206 Applied Operations Research Syllabus Notes 2 marks with answer is provided below. BA7206 Notes Syllabus all 5 units notes
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BA7206 APPLIED OPERATIONS RESERCH SYLLABUS REGULATION 2013 MBA 2nd SEMESTER
UNIT I INTRODUCTION TO LINEAR PROGRAMMING (LP)
Introduction to applications of operations research in functional areas of management. Linear
Programming-formulation, solution by graphical and simplex methods (Primal - Penalty, Two
Phase), Special cases. Dual simplex method. Principles of Duality. Sensitivity Analysis.
Programming-formulation, solution by graphical and simplex methods (Primal - Penalty, Two
Phase), Special cases. Dual simplex method. Principles of Duality. Sensitivity Analysis.
UNIT II LINEAR PROGRAMMING EXTENSIONS
Transportation Models (Minimising and Maximising Problems) – Balanced and unbalanced
Problems – Initial Basic feasible solution by N-W Corner Rule, Least cost and Vogel’s
approximation methods. Check for optimality. Solution by MODI / Stepping Stone method. Case of Degeneracy. Transhipment Models. Assignment Models (Minimising and Maximising Problems) – Balanced and Unbalanced Problems. Solution by Hungarian and Branch and Bound Algorithms. Travelling Salesman problem. Crew Assignment Models.
Problems – Initial Basic feasible solution by N-W Corner Rule, Least cost and Vogel’s
approximation methods. Check for optimality. Solution by MODI / Stepping Stone method. Case of Degeneracy. Transhipment Models. Assignment Models (Minimising and Maximising Problems) – Balanced and Unbalanced Problems. Solution by Hungarian and Branch and Bound Algorithms. Travelling Salesman problem. Crew Assignment Models.
UNIT III INTEGER PROGRAMMING AND GAME THEORY
Solution to pure
and mixed integer programming problem by Branch and Bound and cutting
plane algorithms. Game Theory-Two person Zero sum games-Saddle point,
Dominance Rule, Convex Linear Combination (Averages), methods of
matrices, graphical and LP solutions.
UNIT IV INVENTORY MODELS, SIMULATION AND DECISION THEORY
Inventory Models – EOQ and EBQ Models (With and without shortages), Quantity Discount
Models. Decision making under risk – Decision trees – Decision making under uncertainty.
Monte-carlo simulation.
Models. Decision making under risk – Decision trees – Decision making under uncertainty.
Monte-carlo simulation.
UNIT V QUEUING THEORY AND REPLACEMENT MODELS
Queuing Theory - single and Multi-channel models – infinite number of customers and infinite
calling source. Replacement Models-Individuals replacement Models (With and without time value of money) – Group Replacement Models.
calling source. Replacement Models-Individuals replacement Models (With and without time value of money) – Group Replacement Models.
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