O-Level

O-level Additional Mathematics

Learn About The Subject

O-level Additional Mathematics (commonly known as A-Maths) is an advanced elective subject in the GCE O-level curriculum, designed for students with a strong aptitude and passion for mathematics. This subject serves as an important bridge, providing the necessary knowledge and skills between Elementary Mathematics and H2 Mathematics at the A-level.

A-Maths delves deeply into complex areas such as Calculus (differentiation and integration), advanced Trigonometry, and complex algebraic manipulations. Successfully mastering A-Maths not only demonstrates exceptional logical thinking and problem-solving abilities but is also considered a near-essential requirement for those aiming to pursue STEM-related fields at higher levels of study.

Common Challenges When Learning O-level Additional Mathematics

Difficulty grasping new and abstract concepts in Calculus.
Struggles with complex, multi-step algebraic manipulations.
Difficulty memorizing and applying formulas and trigonometric identities.
Challenge of connecting advanced topics to solve integrated, comprehensive problems.

Course Content

Unit 1: Advanced Algebra and Functions

1.1: Quadratic Functions, Graphs & Solving Quadratic Equations

1.2: Equations, Inequalities & Modulus Functions

1.3: Laws of Indices, Surds & Logarithms

1.4: Polynomials, Remainder Theorem & Factor Theorem

1.5: Simultaneous Equations (Linear & Non-linear)

1.6: Partial Fractions

Unit 2: Coordinate Geometry

2.1: Straight Line Graphs (Midpoint, Gradient, Distance)

2.2: Parallel & Perpendicular Lines

2.3: Equation of a Circle

2.4: Converting a Relationship to Linear Form (Linear Law)

Unit 3: Trigonometry

3.1: Circular Measure: Radians, Arc Length & Area of a Sector

3.2: Trigonometric Functions, Graphs & Transformations

3.3: Trigonometric Identities & Solving Equations

3.4: The R-Formula: Rsin(θ±α) and Rcos(θ±α)

Unit 4: Calculus

4.1: Differentiation: Derivatives of Polynomials, Chains, Products, Quotients

4.2: Differentiation of Exponential, Logarithmic & Trigonometric Functions

4.3: Applications of Differentiation (Tangents, Normals, Stationary Points, Rates of Change)

4.4: Integration: Indefinite & Definite Integrals

4.5: Integration of Polynomial, Exponential & Trigonometric Functions

4.6: Applications of Integration (Area of a Region, Kinematics)

Unit 5: Permutations, Combinations, and Binomial Theorem

5.1: Permutations (Arrangements)

5.2: Combinations (Selections)

5.3: The Binomial Theorem for a Positive Integral Index

Unit 6: Kinematics and Vectors

6.1: Vectors in Two Dimensions: Magnitude, Direction, Position Vectors

6.2: Vector Geometry & Proofs

6.3: Kinematics of Motion in a Straight Line (Displacement, Velocity, Acceleration)

6.4: Applying Differentiation & Integration to Kinematics

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Condition / Feature	Standard	Premium	Platinum
🌟Target Score Commitment	❌	❌	✅
Worksheets and Lesson Notes	✅	✅	✅
In-class Exercises and Solutions	✅	✅	✅
Extra Homework	✅	✅	✅
Exam-style and Past Papers	✅	✅	✅
Question Bank	✅	✅	✅
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Fixed Teacher	❌	✅	✅
Support for IA, EE, TOK	❌	✅	✅
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Initial Teacher & Student Meeting (Welcome Meeting)	✅	✅	✅
Teacher & Parent Conference	❌	✅	✅
Periodic Academic Reports	✅	✅	✅
Teacher's Feedback and Evaluation After Each Class	✅	✅	✅
Rescheduling Policy (Notice within working hours)	24 hours	12 hours	06 hours
Exam Pass Commitment	✅	✅	✅

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O-level Additional Mathematics

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Frequently Asked Questions

Frequently Asked Questions About

O-level Additional Mathematics

If I don’t take A-Maths, can I study A-Level H2 Maths?

This is extremely difficult and highly discouraged. Most pre-university institutions consider O-level A-Maths a prerequisite for A-Level H2 Maths, as it covers the fundamental concepts in calculus and algebra that H2 Maths builds directly upon.

Is A-Maths significantly harder than E-Maths?

Yes, there is a substantial leap in both complexity and abstraction. A-Maths demands a deeper conceptual understanding and more sophisticated problem-solving skills compared to E-Maths.

What should I prepare to succeed in A-Maths?

A very solid foundation in E-Maths, especially Algebra, is crucial. In addition, a proactive mindset and consistent practice are key, as the concepts in A-Maths are highly interconnected and build upon one another.

How does Intertu support students with challenging A-Maths topics?

Our teachers break down complex topics like calculus and trigonometry into manageable steps. We focus on building deep conceptual understanding through targeted examples and provide intensive practice with exam-style questions to develop both skills and confidence.

What is the greatest benefit of studying A-Maths?

It provides the best preparation for advanced mathematics at the A-Level (H2 Maths) and opens doors to competitive university courses in Engineering, Computer Science, Economics, and Natural Sciences. It also significantly enhances your logical reasoning abilities.

How is tuition for the O-level A-Maths course at Intertu calculated?

Tuition fees for O-level A-Maths at Intertu Education depend on the total number of study hours and the level of support package chosen (Standard, Premium, Platinum). For a detailed quotation, please contact Intertu’s advisory team directly.

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O-Level

O-level Additional Mathematics

Learn About The Subject

Common Challenges When Learning O-level Additional Mathematics

Course Content

Register For A Consultation With Our Experts

Personalized Learning Approach

Academic Pathway

Competency Assessment

Set Learning Objectives

Create A Learning Path

Implement And Optimize

MEET THE TEACHING TEAM

Dedicated Team Of Teachers Ready To Support Your Learning Journey

Tuan Nguyen

Duy Nguyen

Thuy Nguyen

Tra Nguyen

Tin Nguyen

Hieu Pham

Uyen Vu

Carolina Rondon

Choosing the right study package

Find The Optimal Academic Support Solution For You

Learn About Another Subject

Frequently Asked Questions

Frequently Asked Questions About

O-level Additional Mathematics

CONTACT INTERTU

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