Get A1 with GCE O levels Additional Mathematics Tuition

Getting an A1 with Additional Mathematics Tuition

Here are the strategies to achieve an A1 with Additional Mathematics Tuition in point form:

  1. Master Key Mathematical Concepts and Skills: It is essential to have a deep understanding of mathematical concepts and skills necessary for higher studies, especially those that align with the syllabus of O-Level Additional Mathematics.
  2. Develop Problem-Solving Abilities: The tuition helps in developing thinking, reasoning, and application skills through a mathematical approach to problem-solving.
  3. Establish Connections: Understanding the interconnection between different mathematical concepts and linking mathematics with sciences are crucial.
  4. Familiarize with Assessment Objectives: Understanding and preparing for the three assessment objectives, i.e., application of standard techniques, solving problems in various contexts, and reasoning and communicating mathematically, is essential.
  5. Preparation for Examination Papers: The two examination papers each contribute to 50% of the final grade. Preparing for these papers by practicing similar questions is beneficial.
  6. Algebra: Deepen understanding and application skills of quadratic functions, equations, inequalities, surds, polynomials, binomial expansions, and exponential and logarithmic functions.
  7. Geometry and Trigonometry: Master trigonometric functions, identities, and equations, coordinate geometry in two dimensions, and proofs in plane geometry.
  8. Calculus: Gain a strong understanding of differentiation and integration and their applications to problems involving displacement, velocity, and acceleration of a particle moving in a straight line.
  9. Appreciation for Mathematics: The aim is not only to achieve good grades but also to develop an appreciation for the abstract nature and power of mathematics.

Latest SEAB O levels Syllabus click here.


The O-Level Additional Mathematics syllabus presents a rigorous challenge for many students. It requires strong skills in algebraic manipulation and mathematical reasoning. This syllabus offers a firm foundation for students planning to further their studies in A-Level H2 Mathematics. The content comprises three main strands: Algebra, Geometry and Trigonometry, and Calculus, with an emphasis on mathematical processes such as reasoning, communication, and application. To excel, students need to master both the concepts and skills mentioned in the syllabus.

The Aim of Additional Mathematics Tuition

Additional Mathematics tuition serves students with a strong interest in Mathematics and those who aspire to excel in subjects with a mathematical emphasis, particularly the sciences. The primary objectives of tuition are to help students:

  • Acquire mathematical concepts and skills for higher studies
  • Develop thinking, reasoning, communication, application, and metacognitive skills through a mathematical approach to problem-solving
  • Connect ideas within mathematics and between mathematics and the sciences through applications of mathematics
  • Appreciate the abstract nature and power of mathematics

What to Expect from Assessment Objectives

Your Additional Mathematics tuition will specifically prepare you to meet the syllabus’s assessment objectives. These objectives test your abilities to:

  1. Use and apply standard techniques (35% of the assessment)
  2. Solve problems in a variety of contexts (50% of the assessment)
  3. Reason and communicate mathematically (15% of the assessment)

The tuition aims to prepare students for two examination papers, each contributing 50% to the final grade. Each paper includes 9 – 14 questions of varying marks and lengths.

A Deeper Dive into Algebra

Algebra forms a significant part of the syllabus. Your Additional Mathematics tuition will provide a thorough grounding in the following key topics:

  • Quadratic functions
  • Equations and inequalities
  • Surds
  • Polynomials and partial fractions
  • Binomial expansions
  • Exponential and logarithmic functions

By mastering these, you can solve equations involving surds, use quadratic functions as models, and understand the conditions for a quadratic equation to have different types of roots.

Exploring Geometry and Trigonometry

The Geometry and Trigonometry component of the syllabus covers topics like:

  • Trigonometric functions, identities, and equations
  • Coordinate geometry in two dimensions
  • Proofs in plane geometry

The tuition will equip you with skills to simplify trigonometric expressions, solve simple trigonometric equations, and prove simple trigonometric identities. You will also learn to use trigonometric functions as models, determine conditions for lines to be parallel or perpendicular, and apply coordinate geometry in two dimensions.

Calculus in Additional Mathematics Tuition

Your understanding of Calculus will be strengthened by the tuition. This part of the syllabus covers:

  • Differentiation and integration

These lessons will introduce you to derivatives and integrals of various functions and teach you to use Chain Rule, find stationary points, and apply differentiation and integration to problems involving displacement, velocity, and acceleration of a particle moving in a straight line.


Additional Mathematics tuition offers targeted guidance and practice to meet the O-Level Additional Mathematics syllabus’s demands. With a thorough understanding of algebraic manipulation skills, mathematical reasoning skills, and competency in a wide range of mathematical processes, you will be well prepared to achieve an A1 in your examinations. Remember, the journey towards mastering Additional Mathematics is not just about achieving good grades, but also about developing an appreciation for the abstract nature and power of mathematics.

Learn more about our Additional Mathematics Small Groups Tutorials here

Frequently Asked Questions about GCE O Level Additional Mathematics Tuition:

  1. What is GCE O Level Additional Mathematics?
    • GCE O Level Additional Mathematics is an advanced level mathematics subject offered in Singapore.
  2. Why should my child consider taking Additional Mathematics?
    • Additional Mathematics builds a strong foundation for students pursuing science, engineering, and mathematics-related fields.
  3. What is the importance of getting an A1 in GCE O Level Additional Mathematics?
    • An A1 grade demonstrates a deep understanding of the subject and can open up opportunities for higher-level education.
  4. How can additional mathematics tuition help my child achieve an A1?
    • Additional mathematics tuition provides focused and personalized guidance, clarifies concepts, and offers practice opportunities.
  5. What are the benefits of getting additional mathematics tuition?
    • Additional mathematics tuition offers individual attention, customizes learning to suit your child’s pace, and provides exam strategies.
  6. How can I choose the right tuition center for additional mathematics?
    • Look for experienced tutors, small class sizes, positive testimonials, and a track record of successful results.
  7. What qualifications should I look for in an additional mathematics tutor?
    • Seek tutors who have a strong mathematics background, teaching experience, and a proven record of helping students excel.
  8. How many hours of additional mathematics tuition are recommended per week?
    • The number of hours can vary depending on your child’s needs, but typically 1-2 hours per week is recommended.
  9. When is the best time to start additional mathematics tuition?
    • It is beneficial to start tuition early to ensure a solid foundation, but it’s never too late to seek help and improve performance.
  10. How can my child overcome challenges in understanding additional mathematics concepts?
    • Tutors can break down complex concepts, provide real-life examples, and offer step-by-step explanations to enhance understanding.
  11. What are some effective study techniques for additional mathematics?
    • Regular practice, reviewing past exam papers, seeking clarification when needed, and creating a study schedule can be helpful.
  12. How can my child improve problem-solving skills in additional mathematics?
    • Tutors can teach problem-solving strategies, guide students through challenging questions, and provide ample practice opportunities.
  13. Are there any online resources available for additional mathematics?
    • Yes, there are various online resources like educational websites, video tutorials, and interactive practice platforms.
  14. What is the average duration of additional mathematics tuition?
    • The duration can vary depending on the student’s progress and goals. Some students may require a few months, while others may continue for a year or more.
  15. Will additional mathematics tuition only focus on exam preparation?
    • No, additional mathematics tuition also aims to develop a deeper understanding of the subject and build problem-solving skills.
  16. How can additional mathematics tuition benefit students who are struggling with the subject?
    • Tutors can identify areas of weakness, provide targeted support, and offer alternative explanations to help struggling students catch up.
  17. Can additional mathematics tuition be personalized to my child’s learning style?
    • Yes, experienced tutors often tailor their teaching methods and materials to cater to different learning styles and pace.
  18. What are the signs that my child may need additional mathematics tuition?
    • Poor performance in exams, lack of understanding, and low confidence in the subject are some indicators that tuition may be beneficial.
  19. Can additional mathematics tuition be taken in a group or private setting?
    • Additional mathematics tuition is available in both group and private settings. The choice depends on your child’s preferences and needs.
  20. How can I track my child’s progress during additional mathematics tuition?
    • Regular communication with the tutor, reviewing practice papers, and observing improvements in test scores are ways to monitor progress.
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