The Year 10 Mathematics program follows the Australian Mathematics Curriculum, with students placed into one of four courses based on their Year 9 results:

1. Advanced Course
   Focuses on developing strong algebraic skills, including the introduction of irrational numbers and the unit circle. Prepares students for Mathematics Specialist (ATAR) and Mathematics Methods (ATAR) in Year 11.
2. Intermediate A Course
   Provides an in-depth understanding of the Australian Curriculum and a pathway to Mathematics Applications (ATAR). High-achieving students who meet prerequisites may also progress to Mathematics Methods (ATAR).
3. Intermediate B Course
   Covers fundamental concepts of the Australian Curriculum and prepares students for Mathematics Essentials on a General pathway.
4. Modified Course
   Focuses on practical, real-world mathematical skills, including workplace math, financial literacy, and time zone calculations. Includes collaborative projects and online numeracy practice to support students in achieving OLNA requirements.

Subject Selection and Placement

Year 11 subject selection begins after Semester 1 exams.

In Semester 1, students enrolled in the Year 10 Intermediate B Mathematics course who aspire to study Mathematics Applications in Year 11 must achieve an A grade and transition to the Year 10 Intermediate A Mathematics course for Semester 2. During Semester 2, these students must maintain at least a C grade in the Year 10 Intermediate A course to qualify for Mathematics Applications in Year 11.

Additionally, it is highly recommended that students have successfully passed OLNA to ensure they are well-prepared for the demands of the ATAR Mathematics Applications course.

The Intermediate A course supports pathways to Mathematics Applications (ATAR) and, with prerequisites, Mathematics Methods (ATAR).

The Intermediate B course prepares students for Mathematics Essentials on a General pathway.

For more details, refer to the subject pathway’s flowchart in the ‘Curriculum’ section of the College website.