What Maths Course
Should I Study?
KLA: MATHEMATICS
KLA: MATHEMATICS
The Mathematics course that you choose to study in Stage 6 will depend on several factors including :
The level of Mathematics required for your future study and work commitments
The level of Mathematics you have achieved at the end of Year 10.
The diagram below shows the normal progression of students from Year 10 into the Stage 6 courses.
Students are able to track their progression in Stage 5 by referring to the Course Performance Descriptors that are distributed at the beginning of each topic. These indicate the level of work that is required in each topic to attain the above grades.
These descriptors are directly linked to the NESA Course Performance Descriptors and the different pathways of study in the Stage 5 Mathematics course.
Topic 1 - Inequalities & Simultaneous Equations
Topic 2 - Surds & Indices
Topic 3 - Single Variable Data
Topic 4 - Financial Mathematics
Topic 5 - Ratio & Rates
Topic 6 - Bivariate Data
Topic 7 - Further Trigonometry
Topic 8 - Non-Linear Relationships
Topic 9 - Probability
Topic 10 - Properties of Geometrical Figures
A practical Mathematics course that prepares students with the knowledge of Mathematics needed to be an active and informed Australian Citizen.
A course designed for highly capable Mathematics students; those who attained an A or B grade in Year 10. This course is recommended for students who wish to complete studies in the Sciences.
A course designed for top Mathematics students; those who attained an A grade in Year 10. This course is an entry requirement, or is highly recommended for the study of Mathematics and Engineering courses at University.
RESULTS IN STAGE 6 MATHEMATICS
The determination of results in Mathematics is linked to the NESA Performance Band and Assessment level descriptors. In ALL Mathematics courses these descriptors are similar and are summarised below :
Band 6
Demonstrates an extensive knowledge and skills
Applies appropriate mathematical concepts, skills and techniques consistently and accurately in familiar and unfamiliar contexts
Selects and uses a variety of problem-solving strategies to solve mathematical problems
Band 5
Demonstrates thorough knowledge and skills appropriate to the course
Applies appropriate mathematical concepts, skills and techniques consistently in familiar contexts
Selects and uses some problem-solving strategies to solve mathematical problems
Band 4
Demonstrates sound knowledge and skills appropriate to the course
Uses mathematical concepts, skills and techniques in familiar contexts
Selects and uses some problem-solving strategies to solve mathematical problems with limited success
Band 3
Demonstrates basic knowledge and skills appropriate to the course
Uses a limited range of mathematical concepts, skills and techniques
Uses some mathematical reasoning
Standard Mathematics is an easier course and so there is a limited opportunity to demonstrate the skills that are described at Bands 5 & 6. For this reason, only 5% of the state achieve a Band 6 and 15% of the state achieve a Band 5.
Advanced Mathematics offers students many opportunities to demonstrate the skills described at Bands 5 and 6. As such, approximately 20% of the state achieves Band 6 and 25% achieve Band 5. It is this higher level of thinking that is required that is the reason that many Science related courses require the study of Advanced Mathematics.