Subject level: Postgraduate
Result Type: Grade and marksThis subject provides an introduction to the management of portfolios using options in financial markets. Stock, index, debt and foreign currency options are discussed, as well as forward and futures contracts and options on these instruments. It discusses the role of such instruments as risk-transferring devices.
On successful completion of this subject students should be able to:
The course compliments the knowledge gained in the investments and corporate finance areas in that it introduces the use of derivative securities to hedge risk. This has become an increasingly demanding and important area and is relevant to both fund managers and corporate treasurers.
The subject will be taught using a combination of lectures and workshops. These classes will be supplemented with both printed and electronic learning materials and resources. The UTS web-based communication tool (UTS Online) will be used to share information and encourage interaction between staff and students. Students will also use appropriate computer software such as spreadsheets and word processors to complete assigned tasks.
Assignment/Case Study (individual) | 30% |
The Assignment/Case Study is designed to assess students' understanding of the theories and concepts, as well as their practical application, to demonstrate that students have met objectives 1-6. | |
Mid-semester exam (Individual) | 30% |
The mid semester exam is designed to assess students' understanding of the theories and concepts to demonstrate that students have met objectives 1-3. | |
Final Exam (Individual) | 40% |
This exam, consisting of multiple choice and short answer questions, will test students' understanding of the theory and their ability to apply the theory. This will enable students to demonstrate that they have met objectives 1-6. |
To pass the subject, students must achieve at least 50% of the final overall grade.
Hull, J., (2008), Introduction to Futures and Options Markets, 6th ed., Prentice-Hall International Editions.
Chance, D. M., (1995), An Introduction to Derivatives, 3rd Edition, Dryden Press
Dubofsky, D. and Miller, T., (2003), Derivatives, Oxford University Press.