G2 Math Tuition in Singapore

Our G2 Math Tuition Programme is designed for students from Sec 1 to Sec 4, under the latest G2 MOE curriculum

At Sirius Mathematics, we recognise that G2 students benefit from a more carefully paced and structured learning approach compared to the G3 stream.

The pacing for G2 is intentionally more measured than G3, allowing students additional time to strengthen foundational concepts, reinforce understanding, and practise systematically. This ensures that students do not simply move through topics quickly but develop genuine conceptual clarity and confidence at each stage.

Our goal is not just to help students cope with the syllabus, but to help them grow in confidence, independence and long-term mathematical ability.

Enrol now for expert math guidance and take the first step toward academic excellence!

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Sirius Mathematics' Secondary School Math Tuition Syllabus (G2)

Sirius Mathematics follows a comprehensive secondary school math syllabus that aligns closely with the Ministry of Education (MOE) Singapore’s O-Level G2 math curriculum. Our syllabus is designed to ensure that students build a strong foundation while mastering key concepts essential for excelling in both examinations and real-life applications.

Key areas covered in our math secondary tuition include (not exhaustive):

Here are the key areas covered in G2 Secondary Mathematics under the latest MOE curriculum. Compared to G3, the scope is slightly narrower in depth and abstraction, with stronger emphasis on foundational understanding and practical application rather than advanced extensions such as calculus or advanced number theory.

    • Number and Numerical Concepts:
      Whole numbers, integers, fractions and decimals, percentages, ratio and rate. Students develop fluency in calculations and apply numerical concepts to real-world problem solving.
    • Algebra
      Algebraic expressions and formulae, linear equations and inequalities in one variable, simple simultaneous equations, expansion and factorisation of algebraic expressions, and basic quadratic equations (typically factorisable forms). Emphasis is placed on clear working and structured methods.
    • Graphs and Functions
      Drawing and interpreting linear graphs, understanding gradients and intercepts, and solving problems involving linear relationships. Quadratic graphs are introduced at an accessible level.
    • Geometry and Mensuration
      Properties of triangles, quadrilaterals and polygons; angles and parallel lines; congruency and similarity (at a foundational level); perimeter, area and volume of common 2D and 3D shapes; coordinate geometry involving straight lines.
    • Trigonometry
      Basic trigonometric ratios (sine, cosine and tangent) in right-angled triangles, and solving practical problems involving lengths and angles.
    • Statistics and Probability
      Data representation using tables and graphs, mean, median and mode, interpreting statistical information, and basic probability concepts.
    • Real-World Applications
      Application of mathematical concepts to practical contexts such as finance, measurement, speed, and everyday problem-solving situations.
  • Whole Numbers and Integers: Performing the four operations with positive and negative numbers, understanding number properties, and solving real-life numerical problems.
  • Fractions, Decimals and Percentages: Converting between forms, performing operations, and solving practical percentage problems.
  • Ratio and Rate: Understanding part-whole relationships, simplifying ratios, and solving rate problems.
  • Algebraic Expressions: Simplifying expressions, collecting like terms, and basic expansion of brackets.
  • Linear Equations in One Variable: Solving simple equations and applying them to word problems.
  • Angles and Geometry Basics: Understanding angle properties, parallel lines, and basic geometric reasoning.
  • Perimeter and Area: Calculating perimeter and area of simple 2D shapes.
  • Statistics (Introduction): Organising data and interpreting basic charts and graphs.
  • Algebraic Manipulation: Further expansion and factorisation of algebraic expressions.
  • Linear Inequalities: Solving and representing inequalities in one variable.
  • Simultaneous Linear Equations: Solving two equations with two unknowns using substitution or elimination.
  • Sequences and Patterns: Identifying patterns and forming algebraic rules.
  • Linear Graphs: Drawing and interpreting straight-line graphs, understanding gradient and intercepts.
  • Pythagoras’ Theorem: Solving problems involving right-angled triangles.
  • Congruence and Similarity (Foundational): Solving basic problems involving similar and congruent figures.
  • Surface Area and Volume (Introduction): Calculating volume of prisms and basic solid figures.
  • Probability (Basic): Finding probabilities of simple events.
  • Advanced Linear Applications: Solving more complex word problems involving equations and inequalities.
  • Further Quadratic Equations: Solving factorisable quadratics and applying them in real contexts.
  • Graphs and Interpretation: Analysing linear and quadratic graphs in problem-solving scenarios.
  • Trigonometry Applications: Solving practical problems involving angles of elevation and depression.
  • Probability (Extended): Solving multi-step probability problems.
  • Statistics (Data Analysis): Interpreting statistical diagrams and comparing data sets.
  • Quadratic Expressions and Equations (Basic): Expanding, factorising and solving simple quadratic equations.
  • Quadratic Graphs (Introduction): Plotting and interpreting basic parabolic graphs.
  • Coordinate Geometry: Finding gradient, midpoint and distance between two points.
  • Trigonometric Ratios: Applying sine, cosine and tangent in right-angled triangles.
  • Mensuration: Solving problems involving area, surface area and volume of composite figures.
  • Statistics: Calculating mean, median and mode, and interpreting grouped data.
  • Real-World Applications: Applying algebra and geometry to contextual problems.
  • Consolidation of Core Algebra: Strengthening equations, inequalities and quadratic problem-solving.
  • Graphs and Functions (Application): Interpreting graphs in examination contexts.
  • Geometry and Trigonometry: Applying geometric reasoning and trigonometric ratios confidently.
  • Statistics and Probability: Analysing data sets and solving multi-step probability questions.
  • Quadratic Applications: Solving real-world problems involving quadratic relationships.
  • Simultaneous Equations (Application): Applying systems of equations to contextual scenarios.
  • Coordinate Geometry Applications: Solving geometric problems using algebraic methods.
  • Mensuration (Advanced Problems): Multi-step problems involving surface area and volume.
  • Trigonometry (Problem Solving): Applying trigonometry in examination-style questions.
  • Probability and Statistics: Solving structured O-Level type questions involving data and probability.

Our well-structured curriculum ensures students are thoroughly prepared for O-Level G2 math exams, setting them up for academic success.

What Makes Our Secondary Math Tuition Different?

Problem-solving techniques

We equip students with the skills to approach complex math problems confidently, applying logical reasoning and mathematical concepts effectively.

Exam strategies

Through targeted practice and mock exams, students learn how to manage their time, understand question patterns, and apply strategies that maximise their performance during exams.

Personalised feedback

Each student receives tailored feedback to address their unique challenges in the secondary school math curriculum, ensuring continuous improvement and mastery of the subject.

Interactive & Supportive Math Tuition for Secondary

What sets Sirius Math apart is our commitment to small class sizes and individual attention, allowing tutors to focus on each student’s specific needs. We foster an engaging and supportive learning environment through interactive lessons that encourage active participation. Our approach ensures that learning is both effective and enjoyable.

Rates and Schedule of Secondary School Math Tuition

CLASS FEE

S$ 80 / Per Lesson (2hr lesson)

* Fees are collected every term

* Extra 15% discount for Sec 3/4 students enrolling for both A & E Math

Sirius Mathematics Secondary Tuition Singapore | 2026 Calendar

Term 1: 31 Dec – 22 Mar (11 Lessons) *18-22 Feb will be CNY closure

Term 2: 25 Mar – 7 Jun (11 Lessons)

Term 3: 17 Jun – 6 Sep (12 Lessons)

Term 4: 9 Sep – 1 Nov (8 Lessons)

Term 1: 31 Dec – 22 Mar (11 Lessons) *18-22 Feb will be CNY closure

Term 2: 25 Mar – 7 Jun (11 Lessons)

Term 3: 17 Jun – 11 Oct (17 Lessons)

Secondary Math Class Schedule

Sunday 9am – 11am

Sunday 2:15pm – 4:15pm

Friday 7pm – 9pm

Why Students and Parents Trust Our Math Tutors in Singapore

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FAQs about Our Secondary School Math Tuition

What qualifications and experience do your math tutors have?

At SiriusMath, our team of math tuition teachers in Singapore are highly qualified, with extensive experience in teaching secondary school math. They hold strong academic backgrounds in mathematics or related fields and have a deep understanding of the MOE syllabus. Many of our tutors have years of experience preparing students for O-Level and PSLE exams, ensuring they are well-versed in teaching effective problem-solving strategies and exam techniques. In addition, they are skilled at breaking down complex mathematical concepts into clear, digestible explanations to make learning more accessible.

Yes, we believe in tailoring our lessons to meet the individual needs of each student. During an initial assessment, we identify strengths and areas for improvement, allowing us to create a personalised learning plan. This plan is continually adjusted based on student progress, ensuring that every student receives the support they need to excel in math.

During our E Math and A Math lessons, we use a combination of regular assessments, quizzes, and mock exams to track student progress. In addition, our tutors provide continuous feedback and conduct one-on-one reviews to help students understand their performance and identify areas for improvement. This helps ensure that each student stays on track and progresses steadily toward achieving their academic goals.

Yes, we offer trial classes for new students. This allows students and parents to experience our teaching style, curriculum, and learning environment before committing to a full-term program. During the trial session, students will:

Experience Our Teaching Style – Our tutors simplify complex mathematical concepts, making learning more intuitive and engaging.

Explore Our Structured Curriculum – The session introduces students to our well-designed lesson plans.

Engage with Quality Learning Materials – A collection of curated assignments, past-year exam papers, and mock tests to reinforce learning.

It is a great opportunity to see how SiriusMath can help the student improve in math. Contact us to sign up for a free trial.

Our class sizes are intentionally kept small, typically with no more than 6–8 students per class. This allows for more individualised attention and active participation. With this small-group setting, tutors can closely monitor each student’s progress, address their specific challenges, and offer tailored guidance. At the same time, students benefit from collaborative learning, where they can exchange ideas and learn from their peers.

At SiriusMath, we go beyond regular class hours by offering additional support for students. This means students can reach out to their tutors with questions, whether they need help with homework or are preparing for upcoming exams. We ensure that students always have access to the guidance they need, even outside of class time.

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