Master the core foundations of SPM Additional Mathematics Form 4 with Theory & Methods. This course focuses on building strong conceptual understanding and analytical problem-solving skills essential for advanced mathematics.
Topics Covered:
- Functions
- Quadratic functions
- Systems of Equations
- Indices, Surds & Logarithms
- Progressions
- Linear Laws
- Coordinate Geometry
- Vectors
- Solution of Triangles
- Index Numbers
Course Details:
📅 Schedule: Tuesday, 7:30 PM – 9:00 PM
🕒 Duration: 1.5 hours per week (6 hours per month)
📆 Course Period: February 2026 – November 2026 (10 months)
💰 Fees: RM 100.00 per month
Why Join:
Perfect for students seeking to sharpen their theory, methods, and techniques of solving problems and excel in the Form 4 SPM Additional Mathematics exam through helpful guidance and personalized feedback.
Chapter 1 Functions
1.1 Function
1.1.1 Introduction to function
1.1.2 Relation and Function
1.1.3 f is a function
1.1.4 Vertical Line Test
1.1.5 Discrete Functions
1.1.6 Continuous Functions
1.1.7 Image of a Functions
1.1.8 Object of a Function
1.1.9 Modulus Functions
1.1.10 Range of Continuous Functions
1.2 Composite Functions
1.3 Inverse Functions
Chapter 2 Quadratic Functions
2.1 Quadratic Equations and Inequalities
2.2 Types of Roots of Quadratic Equations
2.3 Quadratic Functions
Chapter 3 System of Equations
3.1 System of Linear Equations in Three Variables
3.2 Simultaneous Equations involving One Linear Equation and One Non-Linear Equation
Chapter 4 Indices, Surds and Logarithms
4.1 Laws of Indices
4.2 Laws of Surds
4.3 Laws of Logarithms
4.4 Applications of Indices, Surds and Logarithms
Chapter 5 Progressions
5.1 Arithmetic Progressions
5.2 Geometric Progressions
Chapter 6 Linear Laws
6.1 Linear and Non-Linear Relations
6.2 Linear Law and Non-Linear Relations
6.3 Applications of Linear Law
Chapter 7 Coordinate Geometry
7.1 Divisor of a Line Segment
7.2 Parallel Lines and Perpendicular Lines
7.3 Areas of Polygons
7.4 Equations of Loci
Chapter 8 Vectors
8.1 Vectors
8.2 Addition and Subtraction of Vectors
8.3 Vectors in a Cartesian Plane
Chapter 9 Solutions of Triangles
9.1 Sine Rule
9.2 Cosine Rule
9.3 Area of a Triangle
9.4 Application of Sine RUle, Cosine Rule and Area of a Triangle
Chapter 10
10.1 Index Numbers
10.2 Composite Index
