Degree overview

Without maths, interpreting the real world would not be possible

Mathematics is the language of science. It underpins most technological advances that we rely on every day. Studying a Bachelor of Mathematics will give you essential skills and knowledge. Study logic, mathematical modelling, experimental design and data analysis.

The Bachelor of Mathematics attracts the very best problem-solvers. Those who analyse things critically and are eager to make technological discoveries. The computing, maths and technology industries are at the forefront of new thinking, and are central to the way we work, learn, communicate, socialise and entertain ourselves. You will use your skills in technology, creativity and logic to push boundaries and make a difference in society.

Program learning outcomes

On successful completion of the program students will have:

• Knowledge: You will possess in-depth knowledge and skills in at least one area of mathematics to a depth sufficient for further study, research or employment as a mathematician or statistician or data scientist; with proficiency in the fundamentals of mathematics or statistics; and an awareness of areas of mathematics/statistics and understanding of connections between them.
• Understanding: You will have the ability to formulate mathematical/statistical problems, validate mathematical/statistical models and to interpret their results, and apply and adapt mathematical or statistical knowledge to a wide range of situations.
• Skills: You will be a problem-solver who will use their judgement and ability to form conjectures and test them using mathematical or statistical methods, reason formally from hypotheses to conclusions, develop mathematical/ statistical methods to solve problems, and will be experienced in the use of mathematical and statistical resources from the literature or in computational tools.
• Responsiveness: You will be able to effectively communicate with the mathematical and broader community, using mathematical or statistical tools to assimilate and articulate mathematical/statistical concepts and arguments with clear and systematic reasoning in an appropriate form.
• Flexibility: You will be able to work in many different environments and have the capacity to both work independently as well collaboratively as part of a team.
• Ethical Practice: You will have an understanding of the importance of standards of mathematical practice within the profession and broader community, an awareness of the importance of using appropriate mathematical and statistical models, the ability to validate the reliability of mathematical and/or statistical techniques and cognisant of their scope, and a commitment to keep up with developments in mathematics/statistics.