- Degree Bachelor
- Code: EA221
- Credit hrs: 3
- Prequisites: EA213, EA121
To introduce students to the quantitative approach in Quantitative business problems. The purpose of the course is to acquaint the students with quantitative decision-making tools. These tools, collectively discussed under the title of Operations Research have been largely developed since the World War II.
Marketing and International Business
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content serial | Description |
---|---|
1 | Introduction to Operations Research |
2 | Linear Programming: Model Formulation |
3 | Applications of Linear Programming |
4 | Applications of Linear Programming (continued) |
5 | Graphical solution |
6 | Special cases in Graphical solution |
7 | 7th week exam |
8 | Simplex Method (Maximization Case) |
9 | Simplex Method - Big M method ( Minimization Case) |
10 | Transportation Problem (Northwest Corner Method) |
11 | Transportation Problem (Least Cost Method) |
12 | 12th week exam/ Assignment Problem (Hungarian Method) |
13 | Assignment Problem (Hungarian Method) (continued) |
14 | Project Management (Program Evaluation and Review Technique) |
15 | Project Management (Critical Path Method) |
16 | Final exam |
1 | Introduction to Operations Research |
2 | Linear Programming: Model Formulation |
3 | Applications of Linear Programming |
4 | Applications of Linear Programming (continued) |
5 | Graphical solution |
6 | Special cases in Graphical solution |
7 | 7th week exam |
8 | Simplex Method (Maximization Case) |
9 | Simplex Method - Big M method ( Minimization Case) |
10 | Transportation Problem (Northwest Corner Method) |
11 | Transportation Problem (Least Cost Method) |
12 | 12th week exam/ Assignment Problem (Hungarian Method) |
13 | Assignment Problem (Hungarian Method) (continued) |
14 | Project Management (Program Evaluation and Review Technique) |
15 | Project Management (Critical Path Method) |
16 | Final exam |
1 | Introduction to Operations Research |
2 | Linear Programming: Model Formulation |
3 | Applications of Linear Programming |
4 | Applications of Linear Programming (continued) |
5 | Graphical solution |
6 | Special cases in Graphical solution |
7 | 7th week exam |
8 | Simplex Method (Maximization Case) |
9 | Simplex Method - Big M method ( Minimization Case) |
10 | Transportation Problem (Northwest Corner Method) |
11 | Transportation Problem (Least Cost Method) |
12 | 12th week exam/ Assignment Problem (Hungarian Method) |
13 | Assignment Problem (Hungarian Method) (continued) |
14 | Project Management (Program Evaluation and Review Technique) |
15 | Project Management (Critical Path Method) |
16 | Final exam |
1 | Introduction to Operations Research |
2 | Linear Programming: Model Formulation |
3 | Applications of Linear Programming |
4 | Applications of Linear Programming (continued) |
5 | Graphical solution |
6 | Special cases in Graphical solution |
7 | 7th week exam |
8 | Simplex Method (Maximization Case) |
9 | Simplex Method - Big M method ( Minimization Case) |
10 | Transportation Problem (Northwest Corner Method) |
11 | Transportation Problem (Least Cost Method) |
12 | 12th week exam/ Assignment Problem (Hungarian Method) |
13 | Assignment Problem (Hungarian Method) (continued) |
14 | Project Management (Program Evaluation and Review Technique) |
15 | Project Management (Critical Path Method) |
16 | Final exam |
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