Quakers Hill High School

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Mathematics

Board Developed Course

Course numbers:

  • 323 Mathematics
  • 325 Mathematics Life Skills

Exclusions:  Students may not access both the Mathematics Years 7–10 outcomes and content and the Mathematics Life Skills outcomes and content.

Course description (Years 7–10)

Mathematics is used to identify, describe and apply patterns and relationships. It provides a precise means of communication and is a powerful tool for solving problems both within and beyond mathematics. Mathematical ideas are constantly developing, and mathematics is integral to scientific and technological advances in many fields of endeavour. Digital technologies provide access to new tools for continuing mathematical exploration and invention. In addition to its practical applications, the study of mathematics is a valuable pursuit in its own right, providing opportunities for originality, challenge and leisure.

Mathematics in Years 7–10 focuses on developing increasingly sophisticated and refined mathematical understanding, fluency, communication, logical reasoning, analytical thought and problem-solving skills. These capabilities enable students to respond to familiar and unfamiliar situations by employing strategies to make informed decisions and solve problems relevant to their further education and everyday lives.

The Mathematics Years 7–10 course includes Life Skills outcomes and content for students with disability.

What students learn

Students develop understanding and fluency in mathematics through inquiry, exploring and connecting mathematical concepts, choosing and applying problem-solving skills and mathematical techniques, communication, and reasoning.

They study Number and Algebra, Measurement and Geometry, and Statistics and Probability. Within these strands they will cover a range of topic areas including: financial mathematics, algebraic techniques, equations, linear and non-linear relationships, surface area and volume, properties of geometrical figures, trigonometry, data collection and representation, data analysis, and probability.

7–10 Core–Paths structure

The Core–Paths structure is designed to encourage aspiration in students and provide the flexibility needed to enable teachers to create pathways for students working towards Stage 6. The structure is intended to extend students as far along the continuum of learning as possible and provide solid foundations for the highest levels of student achievement. The structure allows for a diverse range of endpoints up to the end of Stage 5.

The Core outcomes provide students with the foundation for Mathematics Standard 2 in Stage 6. Students who require ongoing support in completing all Stage 5 Core outcomes may consider either Mathematics Standard 1 or the Numeracy CEC course in Stage 6. For these students, teachers are encouraged to continue to extend students towards demonstrating achievement in as many Stage 5 Core outcomes as possible. This is to enable as many students as possible to have the knowledge and skills necessary to engage in the highest level of mathematics possible.

The aim for most students is to demonstrate achievement of the Core and as many Path outcomes as possible by the end of Stage 5 and this should guide teacher planning. Allowing time for students to demonstrate understanding of the Core outcomes must be a key consideration.

Typically, the Core will cover teaching and learning experiences up to the middle of Stage 5. It is not the intention of the Core–Paths structure to lock students into predetermined pathways at the end of Stage 4. Pathways in Stage 5 must be carefully planned to ensure some students have the opportunity to engage with Advanced and Extension courses.

Paths are used to progress students towards Stage 6 courses and may be implemented at any time in Stages 4 and 5 with careful consideration of the continuum of learning. Teachers also have the option of engaging with specific elements of Paths rather than the entire outcome to meet the needs of their students. Teachers should plan to cover as many Paths as practicable.

Course requirements K–10

Mandatory curriculum requirements 7–10

The mandatory curriculum requirements for eligibility for the award of the Record of School Achievement (RoSA) include that students:

  • study the Board developed Mathematics syllabus substantially in each of Years 7–10 and
  • complete at least 400 hours of Mathematics study by the end of Year 10.

Satisfactory completion of at least 200 hours of study in Mathematics during Stage 5 (Years 9 and 10) will be recorded with a grade. Students undertaking the Mathematics course based on Life Skills outcomes and content are not allocated a grade.

Course numbers:

  • Mathematics: 326
  • Mathematics Life Skills: 327

Exclusions: Students may not access both the Mathematics Years 7–10 outcomes and content and the Mathematics Life Skills outcomes and content.

Maths In year 11 & 12

Mathematics Standard students use mathematics to make informed decisions in their daily lives. Students develop understanding and competence in mathematics through real-world applications. These skills can be used in a range of concurrent HSC subjects.