Our Vision

Mathematics equips students with the knowledge, skills and confidence to understand, interpret and engage with the world around them. Through developing strong numeracy skills, students learn to think critically, solve problems, reason mathematically and apply their learning in meaningful, real-life contexts. We are committed to nurturing confident, capable and curious mathematicians who are equipped with the knowledge, skills and dispositions to flourish at school, contribute positively to their communities and develop a lifelong appreciation of mathematics.

Our Mathematics program is aligned with the Victorian Curriculum 2.0 and grounded in evidence-informed teaching practices. Teachers design engaging, differentiated learning experiences informed by ongoing assessment to ensure every learner is appropriately supported, challenged and able to make continuous progress.

How We Teach

Mathematics lessons follow an explicit instruction approach, where teachers clearly explain and model new concepts before guiding students through supported practice and gradually releasing responsibility as confidence and independence develop. Students participate in daily review to strengthen retention of previously taught learning, while ongoing formative assessment and regular checks for understanding enable teachers to respond to individual learning needs.

Learning experiences are carefully sequenced to develop deep conceptual understanding, procedural fluency, mathematical reasoning and problem-solving. Students build knowledge across the strands of Number, Algebra, Measurement, Space, Statistics and Probability through purposeful learning that encourages exploration, discussion and application. They have regular opportunities to practise new learning, explain and justify their mathematical thinking using appropriate mathematical language, and apply their understanding in authentic contexts.

Through purposeful challenge, students learn to persevere, embrace mistakes as valuable opportunities for learning and develop confidence in tackling increasingly complex mathematical problems.

To support consistent, high-quality teaching, we use the Ochre Education Mathematics curriculum as our core instructional resource. Teachers use Ochre alongside the Victorian Curriculum, ongoing assessment and professional judgement to deliver responsive instruction that meets the needs of every learner.

Our Approach is Informed by Research

Our Mathematics program reflects contemporary research into how students learn most effectively. Evidence demonstrates that students achieve the greatest success when new learning is carefully sequenced, explicitly taught, regularly reviewed and reinforced through purposeful practice. By incorporating approaches such as explicit instruction, retrieval practice, worked examples, formative assessment and responsive teaching, we ensure students develop deep understanding, confidence and long-term mathematical success.

This evidence-informed approach enables every student to build strong mathematical foundations while fostering curiosity, resilience and a positive disposition towards mathematics.

Learning in Action

Students experience Mathematics through engaging, purposeful learning that develops confidence, understanding and success. Learning may include:

• explicit teaching with clear learning intentions and success criteria

• daily review to strengthen understanding and build long-term retention

• carefully sequenced learning that develops knowledge and skills step by step

• opportunities to explain, justify and communicate mathematical thinking using appropriate mathematical language

• purposeful practice that develops accuracy, fluency and confidence

• rich problem-solving tasks that encourage reasoning, persistence and the application of mathematics in authentic contexts

• collaborative learning that promotes discussion, mathematical thinking and shared problem-solving

• ongoing assessment that informs teaching and celebrates student growth.

Through these experiences, students develop the confidence to think critically, reason mathematically and apply their learning with accuracy, confidence and purpose.

Our Commitment to Every Learner

Every student can become a confident, capable and resilient mathematician. We believe that all students can achieve success in mathematics when provided with consistent, structured and purposeful instruction, high expectations and responsive teaching.

Through differentiated learning, ongoing assessment and timely feedback, we recognise and respond to the individual strengths, needs and progress of every learner. By providing the right support and challenge at the right time, we empower students to build confidence, experience success and achieve continuous growth throughout their mathematical learning journey.

Called to Learn

Mathematics empowers students to think logically, solve problems creatively and make informed decisions in everyday life. As learners who are Called to Learn, students use their mathematical knowledge, perseverance and critical thinking to contribute positively to their communities, approach challenges with confidence and let their light shine in the world.