Specialist Mathematics will be offered via correspondence from the Centre of Higher Education Studies. Further information can be found via the following link: Centre of Higher Education Specialist Mathematics
Specialist Mathematics Units 1–4 provide for the study of various mathematical structures, reasoning and proof. The areas of study in Units 3 and 4 extend content from Mathematical Methods Units 3 and 4 to include rational and other quotient functions as well as other advanced mathematics topics such as logic and proof, complex numbers, vectors, differential equations, kinematics, and statistical inference. They also provide background for advanced studies in mathematics and other STEM fields. Study of Specialist Mathematics Units 3 and 4 assumes concurrent study or previous completion of Mathematical Methods Units 3 and 4.
Who should select Specialist Mathematics
Specialist Mathematics is aimed at students who have a passion for mathematics, have excellent Algebra knowledge and excelled in Year 10 Advanced Maths. Students can not select Specialist Mathematics unless they are also enrolled in, or have previously completed Mathematical Methods.
Potential Future Careers:
Aerospace Engineering
Civil Engineering
Mechatronics
Architecture Design
Pharmaceutical Science Advanced
Unit 1 and 2 are taken in conjunction with and extend on material from Mathematical Methods Unit 1 and 2. Areas of study are:
Algebra, number and structure
Data analysis, probability and statistics
Discrete mathematics
Functions, relations and graphs
Space and measurement
Unit 3 and 4 are taken in conjunction with and extend on material from Mathematical Methods Unit 3 and 4. Areas of study are:
Discrete mathematics
Functions, relations and graphs
Algebra, number and structure’
Space and measurement
Calculus
Data analysis, probability and statistics
Duration: 5 lessons per week - Year long subject
Maths and Numeracy Learning Area Leader - Lizzy Barker
SPECIALIST MATHEMATICS WILL ONLY BE AVAILABLE VIA DISTANCE EDUCATION IN 2027. A CLEAR CAREER PATHWAY AND EXCELLING MATHEMATICAL ABILITY WILL NEED TO HAVE BEEN DEMONSTRATED IN THE PREVIOUS YEAR TO MEET ELIGIBILITY CRITERIA.