Get HSC Maths exam ready in just a week

Audience

Who it's for

This course is designed for students who:

• Are preparing for HSC Trials and final HSC Maths Advanced exams
• Want flexible, self-paced revision of key topics
• Prefer to learn independently with structured guidance
• Need help applying concepts to multi-step and exam-style problems
• Want to improve working accuracy, method, and problem-solving speed
• Want to build confidence in solving exam-style questions under timed conditions

It is also ideal for parents looking for a more accessible and flexible alternative to in-person classes that still provides structured, syllabus-aligned revision.

Program

What's covered

Lesson 1: Trigonometric Functions, Exponentials and Logarithms

• Trigonometric Ratios
• Simplifying Trigonometric Expressions
• Solving Trigonometric Equations
• Graphs of Trigonometric Functions
• Trigonometric Applications to Geometry
• Laws of Logarithms and Exponentials
• Solving Logarithm and Exponential Equations
• Graphs of Logarithms and Exponentials

Lesson 2: Differentiation and Integration

• Review of Product, Quotient, Chain Rule
• Rules for differentiating Trigs
• Rules for differentiation of Exp, Logs
• Applications of Differentiation
• Rules of Integration
• Integrating Trig
• Integrating Exp, Log
• Area under a curve
• Trapezoidal Rule
• Differentiate then Integrate

Lesson 3: Harder Applications of Calculus

• Geometrical Applications of Calculus
• Related Rates of Change
• Linear Motions
• Exponential Growth and Decay

Lesson 4: Applications of Calculus in Curve Sketching

• Curve Transformations
• Curve Sketching Techniques (Applications of Calculus)
• Sketch Gradient and Primitive Functions from a given graph

Lesson 5: Probability and Statistics

• Probability
• Discrete and Continuous Random Variables
• Discrete probability distributions
• Continuous probability distributions
• Normal distribution

Lesson 6: Further Statistics and Financial Mathematics

• Bivariate Statistics
• Linear Regression
• Arithmetic and Geometric Progression
• Annuities and Effective Rate of Interests
• Financial Mathematics (AP GP)

Benefits

What you'll gain

1. Flexible, Self-Paced Learning

Study anytime, anywhere with structured lessons you can pause, replay, and revisit as needed.

2. Stronger Problem-Solving Skills

Develop the ability to break down complex, multi-step questions and apply the correct methods with confidence.

3. Improved Working Accuracy and Method

Learn how to present clear, structured solutions that align with HSC expectations.

4. Mastery of Exam Techniques

Understand how to approach different question types, apply formulas effectively, and avoid common mistakes.

5. Confidence Under Exam Conditions

Gain confidence through regular exposure to exam-style questions, guided examples, and mock exams.

6. Clear Strategies for Core Topics

Strengthen your approach to key areas such as calculus, trigonometry, and statistics through practical application.

Approach

How it works

Self-Paced Learning Structure

Students progress through six structured Theory Lesson Videos focused on revising key content and applying it to exam-style questions. Each lesson is designed to maximise exam readiness through:

• Revision of key theory and syllabus concepts
• Guided exam-style practice questions
• Explicit teaching of problem-solving techniques
• Application through worked examples

Expert Teaching

Lessons are delivered by experienced Matrix teachers who provide clear explanations and step-by-step methods to help students approach complex problems effectively.

Matrix-Developed Curriculum

All lesson content is designed by Matrix and aligned to NESA syllabus outcomes, ensuring students focus on relevant topics, techniques, and exam expectations.

Practice and Application

Students complete exam-style questions and mock exams, applying what they learn through structured examples and guided practice.

Accessible Resources and Support

Students receive a comprehensive preparation book, access to Theory Lesson Videos, and ongoing support through Ask Max, our AI chatbot, for explanations and guidance.