All subjectsVCE · UNITS 1–4
VCE General MathematicsPractical maths. Clearer thinking. From interpreting data to modelling money and planning efficient routes, discover practical maths you can use—and build a clear approach to SACs and exams.
Use mathematics to make better decisions. A LOOK INSIDE YOUR LEARNING
Make financial models tell a story. We translate the situation into a model, unpack what each term means and practise choosing the right method.
Understand the concept. Work through a clear example. Build confidence with your own practice. VCE GENERAL MATHEMATICS · FINANCIAL MODELLING
V n + 1 = V n − 300 V_{n+1}=V_n-300 Equipment costs $2400 and loses $300 in value each year under flat-rate depreciation. Find its value after 3 years.
Worked example Identify the type of change Write a rule V n = 2400 − 300 n V_n=2400-300n Calculate and interpret V 3 = 2400 − 900 V_3=2400-900 = $ 1500 =\$1500 Recognise the model before reaching for the calculator.
Sample learning booklet · original teaching example
YOUR SUBJECT OVERVIEW
What you’ll learn. A concise guide to the key areas, with lessons tailored to the unit and topics you’re studying.
Units 1 & 2 Unit 1 Build the toolkit. Data distributions: compare and summarise numerical data. Sequences and financial maths: explore recurring patterns and change. Linear models: connect equations with practical situations. Matrices: organise information and calculate with arrays. Unit 2 Connect and apply. Relationships between two numerical variables. Graphs and networks, including paths and spanning trees. Direct and inverse variation and non-linear models. Measurement, geometry and trigonometry. Units 3 & 4 Unit 3 Data & financial modelling. Data analysis: regression, residuals, transformations and time series. Recursion and financial modelling: depreciation, loans, investments and annuities. Unit 4 Matrices & networks. Matrices: transition models and applications. Networks and decision mathematics: routes, flow, matching and scheduling. HOW I CAN HELP
From knowing to applying. Clear explanations, custom booklets and practice shaped around your upcoming assessments.
Understand why a method works before memorising a process. Build efficient calculator habits alongside clear mathematical working. Recognise question types and interpret answers in context. Prepare with targeted practice and feedback before SACs and exams. Based on the current VCAA VCE General Mathematics Study Design and support materials . This is an overview; your school determines its teaching sequence and assessment program. Tutoring supports your learning; assessed work remains your own.
YOUR NEXT STEP
Make it clearer, together. Start with your questions. We’ll build a plan around your classwork, confidence and upcoming assessments.
Explore lessons & pricing Book a free trial Free of charge. No commitment.