Macquarie University

Bachelor of Science (Mathematics)

Nationally Recognised Higher Education

Mathematics is the language of our technological society. It underpins most of the technological and scientific breakthroughs that we now take for granted in our day-to-day lives. People equipped with this language will be positioned to communicate with and help drive the future scientific and technological breakthroughs that will support mankind.

The Mathematics major features a modern, balanced curriculum designed to provide a sound foundation for a career or further study in any sector requiring mathematics. You’ll study a balance of pure and applied mathematics taught by internationally recognised research mathematicians. You’ll gain an understanding of the multidisciplinary role of mathematics and the way it contributes to development in other fields of study. And you’ll learn how to formulate and model practical and abstract problems in mathematical terms.

Delivery mode

Macquarie University offers this course through the following delivery modes:

On campus

Work with instructors and classmates in a supportive and collaborative environment.


Locations
  • Level 24, 123 Pitt Street (Angel Place), Sydney
  • 4–6 Eastern Road, Macquarie University

Entry requirements

Domestic Students

  • There are no mandated entry requirements.

Assumed knowledge

For astronomy and astrophysics, mathematics, statistics and physics majors: HSC Mathematics Advanced (Band 4), or equivalent. If you haven't met the required minimum level of achievement (Band 4 or equivalent), you can undertake an alternative introductory unit of study in that area.

Inherent requirements

To be eligible to graduate from your degree, you must satisfy the inherent requirements – essential activities, capacities and academic requisites – of your degree.

Recommended studies

HSC Mathematics Advanced or equivalent, at least 2 units of science.

For astronomy and astrophysics, mathematics, statistics and physics majors: HSC Physics. For mathematics, statistics specialisation: HSC Mathematics Extension 1 (Band E2) or HSC Mathematics Extension 2, or equivalent.

Recognition of prior learning (RPL)

If you’ve completed prior study at diploma level or higher, you may be eligible for credit towards your degree.

Your prior learning may consist of:

  • formal learning (post-secondary study)
  • informal and non-formal learning (work and life experience).

English language requirements

When applying to study at Macquarie University, you’re required to provide evidence of proficiency in English.

You may satisfy the English language requirements if you’ve completed:

  • senior secondary studies equivalent to the New South Wales HSC
  • at least one year of full-time Australian or comparable tertiary study in a country of qualification.

The required standard of English for this degree is: IELTS band overall 6.5

Additional requirements may apply.

Course fees

Estimated Fee* Unavailable
* Fees are indicative only and vary based on your circumstances and eligibility for government funding.
Study mode On Campus
Duration 3 Years
Estimated fee* Unavailable

Career opportunities

The Bachelor of Science (Mathematics) will prepare you for the following roles.

About Macquarie University

Macquarie University is recognised globally for its pre-eminence in key research disciplines, as well as producing graduates who are among the most sought-after professionals in the world.

Since our foundation in 1964, we have aspired to be a different type of university: one unbound by ivory towers and sandstone walls. Rather, we are focused on fostering collaboration between students, academics, industry and society, encouraging all to traverse the boundaries of their own perspectives and effect change.

Over the years, we have grown to become the centre of a vibrant local and global community – a place of constant stimulus and human interaction. Together, we advance world-class theoretical thinking and translate it into real-world solutions.

We’re connecting people across the most diverse fields of knowledge to create bold new possibilities: for their careers, intellectual endeavours, enterprises and the common good.