BROWSE SUBJECTS

Discover Fundamental Maths is a year long subject that focuses on growth in numeracy skills and mental maths. In this semester 1 you will cover content on the 4 operations, fractions, decimals, percentages, and learn the basics of Algebra too. In semester 2 we will apply our number skills to real world math application in measurement, geometry, probability and statistics. Note: This is a modified maths program and is invite ONLY

The core component of this Measurement, Statistics and Probability unit is to enable you to apply your number skills to solve a variety of real-world problems. You will describe and interpret data by identifying the mean, median, mode, and range, and collect, present, and compare data using graphs and stem and leaf plots. In this subject, you will also learn how to measure and describe objects using appropriate units, converting between units as needed. This unit will allow you to conduct practical investigations using appropriate digital technologies and calculation skills. By the end of this unit, students should have a deeper understanding of how measurement, statistics and probability are used in everyday life.

In this subject you will learn foundational number skills that will be used throughout your Maths journey in secondary school. You will learn mental math strategies in the topic of Integers, and learn about fractions, decimals and percentages and how they are used in the real world. You will also study and explore the topic of Algebra! This subject will set you up with the skills and routines for success in secondary school Maths!

Engage Fundamentals supports students in building key skills needed for the Numeracy or Foundation Maths pathways. In this subject, you will strengthen your understanding of algebra by solving equations and graphing linear relations on Cartesian Planes. Later in the year, you will apply maths to real world contexts through topics such as Probability, Financial Mathematics, and Measurement. This subject focuses on developing practical skills for everyday life and future work, while providing extra support to build confidence with the Year 9 Mathematics concepts. This is a modified maths program. Note: This is a modified maths program and is invite ONLY

In this subject, you will develop essential skills in calculating perimeter, area, and volume, with a focus on real world examples. You will learn how to apply Pythagoras' theorem and trigonometric ratios to find the value of unknown side lengths and angles. You will explore how to represent probabilities in various forms and how probabilities differ in experiments with or without replacement. In statistics, you will be able to anaylse different distributions using measures of centre and spread, and represent data graphically. Join this subject to enhance your mathematical understanding and develop transferable skills to make meaning of the world around you.

In this subject, you will develop essential skills in calculating perimeter, area, and volume, with a focus on real-world applications in the workplace. You will learn how to apply Pythagoras' theorem and trigonometric ratios to find the value of unknown side lengths and angles. You will explore how to represent probabilities in various forms and how probabilities differ in experiments with or without replacement. In statistics, you will be able to anaylse different distributions using measures of centre and spread, and represent data graphically. Join this subject to enhance your mathematical understanding and develop transferable skills for the workplace.

In Engaging in Number, Algebra, and Equations, you will consolidate algebraic concepts and apply index laws to variables and numbers. You will learn to solve linear equations and graph linear functions using a various methods. You will also explore the lanuage of algebra and how to express real-world scenarios in mathematical statements.

Explore Fundamental Maths is designed to build your confidence and strengthen your understanding of essential numeracy skills in a fun, practical, and supportive learning environment. In Semester One, you will develop your skills with numbers, fractions, decimals, and percentages. You will also explore algebra by learning how to solve linear equations, work with coordinates, and graph straight lines. In Semester Two, you will investigate ratios and rates, probability, measurement, and data, helping you make sense of the maths you encounter in everyday life. Throughout the course, you will take part in hands-on activities, real-world problem solving, and interactive lessons that show how maths is used beyond the classroom, from shopping and budgeting to interpreting data and making informed decisions. You will also participate in the Quicksmart program, where you will build your mental maths speed, accuracy, and confidence through short, engaging, and regular practice sessions. Note: This is a modified maths program and is invite ONLY.

In Explore Maths in Media, you will learn how to interpret data and statistics in news reports and other forms of media, which will allow you to make informed decisions and predictions about real-world events. You will also study the topic of probability, and predict the weather just as our news reporters do! Through practical real life examples, you will develop your analytical skills and gain a deeper understanding of how mathematics is used in the media.

In Explore Maths in Sport, you will learn how to collect and analyse data to make informed decisions about sports performance, such as measuring the average speed of a player or calculating the probability of a team winning a game. Through examples from real-world sports, you will develop critical thinking skills and gain a deeper understanding of how data is used in sport.

Number, Algebra and Graphing develops students' understanding of integers, algebra and linear relationships. Students work with integers, fractions, decimals and percentages in a variety of contexts to build confidence and accuracy. Students explore algebra by identifying patterns, forming expressions, and learning to expand and factorise brackets. They solve linear equations and apply these skills to model real-world situations. Students also investigate linear relationships by connecting tables, equations and graphs. They learn to graph linear equations and interpret what they represent, developing problem-solving and reasoning skills.

Unit 1 & 2 Foundation Mathematics is designed to build essential mathematical skills for everyday life, work, and further study. This subject focuses on practical, real-world applications of mathematics, helping students develop confidence and competence in using numbers in meaningful contexts. Students explore topics such as number skills, financial mathematics, measurement, data and statistics, and algebra. They learn how to interpret information, solve problems, and make informed decisions in situations involving money, time, distance, and data. The course emphasises clear communication, reasoning, and the use of appropriate tools and technology. It is ideal for students who want to strengthen their numeracy skills and apply mathematics in practical and relevant ways.

Foundation Mathematics Units 3 and 4 further develop students' understanding of mathematical concepts and their application in practical, real-world contexts. Students extend their skills in areas such as financial mathematics, measurement, and data analysis. They apply these skills to a range of situations involving personal, vocational, and community contexts, including budgeting, interpreting data, and comparing options. The course emphasises clear communication, reasoning, and the effective use of technology. Assessments include applicationa and investigation tasks, as well as external examinations, providing the opportunity to demonstrate their understanding and application of mathematical skills.

In General Mathematics Units 1 and 2, you will apply a range of mathematical techniques and processes involving rational and real arithmetic, sets, lists, tables, matrices, diagrams, networks and geometric constructions. You will work with algorithms, algebraic manipulation, recurrence relations, equations and graphs, both with and without the use of technology. You will develop confidence in mental and by-hand methods for estimation and computation. CAS technology will be used and assessed throughout the course for numerical, graphical, symbolic, statistical and financial applications related to these topics.

General Maths Units 3 and 4 focuses on real-life application of mathematics and consists of two areas of study: 'Data analysis, probability, and statistics' and 'Discrete mathematics'. You will apply techniques and routines in the topics of Data Analysis, Finance and Recursion, Matrices, and Network Analysis. The use of CAS technology for numerical, graphical, symbolic statistical and financial applications for these topics will be incorporated and assessed.

In Introduction to Foundation Maths, you will develop your practical maths skills with a focus on applying maths to everyday situations. Specifically, this subject serves as an introduction to the VCE Foundation Mathematics pathway, where you will continue to develop your mathematical skills and knowledge. You will enhance your number skills and learn to calculate quanities for recipes, analyse data to describe social trends, budget for loans and expenses and learn how to read a payslip and check that you're being paid correctly. Through these activities, you will build a strong foundation in mathematics that can be applied in real-life contexts, both in the community and at work. This subject will help you develop problem-solving skills and give you the confidence to use maths effectively in a range of situations. By the end of this course, you will be equipped with valuable skills that are essential for future study and employment opportunities.

In this subject, you will be introduced to a range of mathematical concepts and their applications in the real world. Specifically, this subject serves as an introduction to the VCE General Maths pathway, where you will continue to develop your mathematical skills and knowledge. You will learn to solve complex problems using algebraic techniques such as substitution, and solving simultaneous equations, as well as apply measurement concepts in practical situations. Throughout the course, you will also develop your understanding of trigonometry to solve problems involving angles and sides of triangles. Moreover, you will gain an understanding of finance, including simple and compound interest, loans, and other financial calculations. You will use statistics and probability to analyse and interpret data, and make informed decisions based on mathematical reason. A TI-Nspire CAS calculator is required for this subject choice, where you will learn a range of ways to use technology when solving mathematical problems. This subject will provide you with a solid foundation in mathematics, preparing you for further studies in VCE General Maths and beyond.

In this subject, you will explore the fundamental concepts of Math Methods. This subject is designed as a preparation for students who wish to pursue a Maths Methods or Specialist Maths pathway in their studies. You will learn important mathematical skills, including algebra, functions, probability, and CAS calculator functions which will be essential for success in higher-level Mathematics courses. Additionally, you will have opportunities to apply your knowledge through problem-solving and real-world applications. By the end of this subject, you will have a solid understanding of the mathematical concepts and techniques necessary for success in further studies of Mathematics. A strong understanding of basic maths skills is encouraged.

In Math Methods Unit 1 and 2, you will continue to explore the essential concepts underpinning the Maths Methods syllabus. A strong understanding of maths algebra skills is required to ensure that you can extend upon your knowledge of linear graphing and algebra, and investigate a whole gallery of graphs including quadratic, cubic, hyperbolic, exponential and trigonometric functions, to name a few. You will explore the worlds of differential calculus and probability. The use of CAS technology for numerical, graphical, symbolic statistical and financial applications for these topics will also be incorporated and assessed.

In Units 3 and 4 Maths Methods, you will build on your prior knowledge from Maths Methods Units 1 and 2. This course covers essential topics including functions and graphs, algebra, calculus, and probability. You will explore the properties of various functions and learn to manipulate them to solve real-world problems. The study of calculus will enable you to investigate rates of change and optimise functions. Additionally, you will learn fundamental principles of probability and use them to analyse and make predictions about events. The use of CAS technology for numerical, graphical, symbolic statistical and financial applications for these topics will be incorporated and assessed. This course provides a strong foundation for future study in mathematics, science, economics, humanities, and medicine.

This extension course is designed for Year 10 students undertaking Introduction to Mathematical Methods and serves as a prerequisite for Unit 1 Specialist Mathematics. It aligns with the Victorian Curriculum 2.0 (Level 10A) and extends learning in key areas including Number and Algebra, and Functions and Relations. Students will explore advanced concepts such as estimation, laws of indices (including rational indices), surds, logarithms and exponentials, polynomials, partial fractions, and circular functions. Through rigorous problem-solving and real-world applications, students will develop a deep understanding of these topics while strengthening their analytical and critical thinking skills. The content covered in this course is considered assumed knowledge for Units 1 and 2 Specialist Mathematics and will not be retaught in those subjects. Note: This subject must be taken in addition to Introduction to Mathematical Methods (Focus).

In Specialist Mathematics Units 1 and 2, you will undertake an in-depth study of mathematics, with an emphasis on concepts, skills, and processes related to mathematical structure, modelling, problem-solving, reasoning, and proof. A strong foundation in number and algebra is essential, as you develop your understanding of sequences and series, logic, and proof, and explore graphing techniques involving hyperbolas, ellipses, inverse trigonometric functions, and modulus functions. You will also extend your knowledge of trigonometric identities and be introduced to kinematics and vectors, both with and without the use of technology. Throughout the course, you will be expected to construct rigorous mathematical arguments and proofs, and apply effective strategies for estimation and computation.

In Specialist Mathematics Units 3 and 4, students extend their knowledge of mathematical concepts, techniques and processes developed in Units 1 and 2. This study involves advanced work in algebra, calculus, and applied mathematics. Areas of study include complex numbers, functions and graphs, differentiation and integration, and kinematics. Students also investigate differential equations, vector calculus, and probability and statistics, both with and without the use of technology. The course develops rigorous mathematical reasoning, modelling, and problem-solving skills, with an emphasis on the application of mathematics in both theoretical and practical contexts. It provides a strong foundation for further study in mathematics and related disciplines.

This study will equip you with the skills and knowledge to develop and enhance your numeracy practices for personal, public, and vocational purposes. You will develop mathematical skills that consider the local, national, and global environments, and become familiar with appropriate technologies. These units provide a foundation for you to solve problems in real-world contexts including workplace, personal, further learning, and community settings. Unit 1 covers four areas of study: number, shape, quantity and measures, and relationships. Unit 2 covers: dimension and direction, data, uncertainty and systematics. The two Units are framed around working mathematically across six numeracy contexts, including personal, civic, financial, health, vocational, and recreational numeracy.

This subject will equip you with the skills and knowledge to develop and enhance your numeracy practices for personal, public, and vocational purposes. You will develop mathematical skills that consider the local, national, and global environments, and become familiar with appropriate technologies. These units provide a foundation for you to solve problems in real-world contexts, including workplace, personal, further learning, and community settings. Unit 3 covers four areas of study: number, shape, quantity and measures, and relationships. Unit 4 covers: dimension and direction, data, uncertainty and systematics. The two Units are framed around working mathematically across six numeracy contexts, including personal, civic, financial, health, vocational, and recreational numeracy.

VPP Numeracy is designed to develop your everyday numeracy practices and prepare them for personal, public, and vocational contexts. With an applied learning focus, the program develops foundational mathematical skills through consideration of personal, home, vocational, and community environments. Accessible and appropriate technologies are used to enhance learning. The program aims to provide students with the necessary mathematical knowledge, skills, and dispositions to solve problems in real-life contexts, relevant to contemporary society. The numeracies are introduced using a problem-solving cycle with four components, emphasising identification, action, evaluation, and communication. The program includes foundational skills related to measurement, shape, numbers, and graphs applied to everyday tasks. Students should be able to perform basic arithmetic operations and recognise common spatial representations in familiar contexts.