25841 Decision Making Tools
Faculty of Business: Finance and EconomicsCredit points: 8 cp
Subject level: Postgraduate
Result Type: Grade and marks
Handbook description
This subject strengthens students' ability to approach business-related problems by integrating methods and applications. Emphasis is placed on realistic business examples and the processes managers use to analyse business problems. The aim is to provide students with the skills to analyse business problems with tools they have access to and will use in their careers.
Subject objectives/outcomes
On successful completion of this subject students should be able to:
- Attain a general understanding of the management science approach to decision making.
- Realise that quantitative applications begin with a problem situation.
- Understand that managerial problem situations have both quantitative and qualitative considerations that are important in the decision-making process.
- Learn about models in terms of what they are and why they are useful (the emphasis is on mathematical models).
- Identify the step-by-step procedure that is used in most quantitative approaches to decision making.
- Obtain an introduction to the use of computer software packages such as Microsoft Excel for applying quantitative methods to decision making.
Contribution to graduate profile
The subject provides a unified approach to solving business-related problems by integrating methods and applications. Emphasis will be placed on realistic business examples and the processes managers use to analyse business problems. The aim is to develop skills to analyse business problems by employing the easily accessible tools managers will use in their careers.
Teaching and learning strategies
The subject uses lectures, workshop discussion, exercises and case studies to allow participants to build their understanding of the economics of the firm and their analytical capabilities in modelling managerial decisions. These methods will be supplemented with both printed and electronic learning materials and resources. The UTS web-based communication tool (UTSOnline) will be used to share information and encourage interaction between staff and students.
Content
- Introduction to modelling and spreadsheet modelling
- Introduction to spreadsheet optimisation, one of the most powerful and flexible methods of quantitative analysis. The specific type of optimisation discussed is linear programming, which is used in all types of businesses to solve a wide variety of problems from labour scheduling, inventory management and bond trading to hospital staffing
- Spreadsheets that focus on the applications of linear programming techniques and models
- Many important optimisation models, such as scheduling a fleet of aeroplanes, have a natural graphical network representation that is intuitive to users. Graphical representations aid spreadsheet model formulation and specialised solution techniques
- In many complex optimisation problems, the objective is a nonlinear function of the decision variables. Nonlinear programming examples include a variety of interesting applications on matters ranging from product pricing to portfolio optimisation to rating sports teams
- A formal framework for analysing decision problems that involve uncertainty is developed using a flexible graphical tool – the decision tree. Many examples of decision making under uncertainty exist in the business world, including closed tendering, introduction of new products and decisions with significant environmental consequences
- Simulation models will be used to generate a distribution of possible outcomes. Simulation allows the exploration of many possible scenarios and is helpful in understanding how sensitive a system is to changes in operating conditions
- Many decision-making applications depend on a forecast of some quantity. Of the many forecasting methods available the main quantitative tools are regression models and extrapolation methods. Forecasting methods are applied to realistic business scenarios
Assessment
Mid-semester Exam (Individual) | 25% |
Tests objectives 1, 2 and 3. |
Case Study (Individual) | 25% |
Tests objectives 1-6. |
Final Examination (Individual) | 50% |
Tests objectives 1-6. |
To pass the subject, students must achieve at least 50% of the marks allocated to the assessment tasks.
Recommended text(s)
Albright, S.C. and Winston, W.L. (2005) Spreadsheet Modeling and Applications: Essentials of Practical Management Science, Thomson South-Western
Indicative references
Anderson, D.R., Sweeney, D.J. and Williams, T.A. (2006) Quantitative Methods for Business, 10th edition, Thomson South-Western
Anderson, D.R., Sweeney, D.J., Williams, T.A. and Martin, R.K. (2006) An Introduction to Management Science - A Quantitative Approach to Decision Making, 12th edition, Thomson South-Western
Winston, W.L., and Albright, S.C. (2007) Practical Management Science, 3rd edition, Thomson South-Western