Secondary 3 Math Tuition Singapore

Blue3Academy’s Secondary 3 Math Tuition in Singapore combines an exam-focused curriculum, expert-trained educators, and a purposeful learning approach to help students gain confidence, achieve results, and develop skills beyond exams.

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Secondary 3 Math (G3)

Explore problem-solving and structured practice which deepens comprehension, develops analytical thinking, and nurtures purpose beyond grades!

The Blue3Academy Approach

Secondary 3 Math Tuition In Singapore

At Blue3Academy, we put our students’ progress and confidence first. Our goal is to help them excel throughout Secondary School and achieve their best results in the O-Levels. With our exam-focused curriculum, expert educators, and purposeful approach, we cultivate independent thinking, motivation, and the skills students need to thrive both in and beyond the classroom.

Experience Real Progress With Proven Results

At Blue3Academy, we understand the importance of excelling in the O-Levels, and we are committed to providing the guidance students need to achieve their best. Our proven track record speaks for itself: over 70% of our students achieve distinctions, and more than 5,000 students have leveled up with us. This reflects our dedication to helping every student not only meet but exceed their academic goals.

Scored A/B grades in 2025 O-Level Math & Science Exams

Scored Distinctions for O-Level Math & Science

A Proven Track Record of Academic Excellence Since 2022

We house a team of Highly-Trained Educators with an Exam-Focused Curriculum, boasting a Track Record of Proven Results.

95% of Our Students scored A/B in O-Level Math & Science
7 in 10 Students scored Distinctions for O-Levels

Our Programme Details

Class Curriculum

Topical Booklets

Each booklet strengthens understanding and problem-solving skills by introducing key concepts and connecting them to real-world applications. Every topic also comes with comprehensive notes and clear explanations to help students master the material effectively.

Structured Skill-Building

Our curriculum hones students’ answering skills with a carefully scaled progression—from foundational questions to advanced, application-based problems. The Practice Makes Perfect (PMP) section also offers additional exercises designed to challenge students and boost their confidence for exams.

Topical Revisions

These compilations of school exams, O-Level, and in-house questions form Weighted Assessment (WA) revision worksheets, combining foundational and application-based problems to give students comprehensive practice.

Secondary 3 Math (G3): What is covered?

Secondary 3 Math (G3):
What is covered?

Build a strong foundation in Secondary Math, essential for mastering key concepts
Enhance understanding of Math knowledge through hands-on experiments and scientific exploration
Benefit from structured practice and constructive feedback to boost exam readiness
Equip your child with effective techniques to excel in Upper Secondary and O-Level Exams

Sec 3 (G3) Additional Math/ A Math

Quadratic Functions

Finding the Maximum or Minimum Value of a Quadratic Function Using the Method of Completing the Square
Conditions for y = a(x^2) + bx + c to Be Always Positive (or Always Negative)
Using Quadratic Functions as Models

Simultaneous Equations

Solving Simultaneous Equations in Two Variables by Substitution, with One of the Equations Being a Linear Equation

Surds

Four Operations on Surds, Including Rationalising the Denominator
Solving Equations Involving Surds

Polynomials & Partial Fractions

Multiplication and Division of Polynomials
Use of Remainder and Factor Theorems, Including Factorising Polynomials and Solving Cubic Equations
Use of:
- a^3 + b^3 = (a + b)(a^2 – ab + b^2)
- a^3 – b^3 = (a – b)(a^2 + ab + b^2)
Partial Fractions with Cases Where the Denominator is No More Complicated Than:
- (ax + b)(cx + d)
- (ax + b)(cx + d)^2
- (ax + b)(x^2 + c^2)

Exponential and Logarithmic Functions

Exponential and Logarithmic Functions a^x, e^x, log(a)x, ln x and Their Graphs, Including:
- Laws of Logarithms
- Equivalence of x y a = and loga x = y
- Change of Base of Logarithms
Simplifying Expressions and Solving Simple Equations Involving Exponential and Logarithmic Functions
Using Exponential and Logarithmic Functions as Models

Binomial Expansions

Use of the Binomial Theorem for Positive Integer n
Use of the Notations n! and nCr
Use of the General Term, nCr a^(n-r)(b^r), 0 ⩽ r ⩽ n (Knowledge of the Greatest Term and Properties of the Coefficients is Not Required)

Coordinate Geometry

Condition for Two Lines to Be Parallel or Perpendicular
Midpoint of Line Segment
Area of Rectilinear Figure
Coordinate Geometry of Circles in the Form:
- (x – a)^2 + (y – b)^2 = r^2
- x^2 + y^2 + 2gx + 2fy + c = 0 (Excluding Problems Involving Two Circles)
Circles

Linear Law

Transformation of Given Relationships, Including y = a(x^n) and y = k(b^x), to Linear Form to Determine the Unknown Constants from a Straight Line Graph

Trigonometry Functions

Six Trigonometric Functions for Angles of Any Magnitude (in Degrees or Radians)
Principal Values of Sine Inverse x, Cosine Inverse x, and Tangent Inverse x
Exact Values of the Trigonometric Functions for Special Angles
Amplitude, Periodicity, and Symmetries Related to Sine and Cosine Functions
Graphs of y = asin(bx) + c, y = asin(x/b) + c, y = acos(bx) + c, y = acos(x/b) + c, and y = atan(bx) + c, Where a is Real, b is a Positive Integer, and c is an Integer
Simplification of Trigonometric Expressions
Solution of Simple Trigonometric Equations in a Given Interval (Excluding General Solution)

Further Trigonometry

Use of Identities, Addition Formula, Double Angle Formula
Use of R-Formula
Proofs of Simple Trigonometric Identities
Using Trigonometric Functions as Models

Sec 3 (G3) Elementary Math/ E Math

Quadratic Functions

Sketching the Graphs of Quadratic Functions Given in the Form

Linear Inequalities

Formulating Equations to Solve Problems
Solving Linear Inequalities in One Variable, and Representing the Solution on the Number Line

Indices & Standard Form

Use of Standard Form A × 10^n, Where n is an Integer, and 1 ⩽ A < 10
Positive, Negative, Zero, and Fractional Indices
Laws of Indices

Coordinate Geometry

Finding the Gradient of a Straight Line Given the Coordinates of Two Points on It
Finding the Length of a Line Segment Given the Coordinates of Its End Points
Interpreting and Finding the Equation of a Straight Line Graph in the Form y = mx + c
Geometric Problems Involving the Use of Coordinates

Functions & Graphs

Graphs of Power Functions of the Form y = a(x^n), Where n = −2, −1, 0, 1, 2, 3, and Simple Sums of Not More Than Three of These
Graphs of Exponential Functions y = k(a^x), Where a is a Positive Integer
Estimation of the Gradient of a Curve by Drawing a Tangent

Further Trigonometry & Applications

Extending Sine and Cosine to Obtuse Angles
Use of the Formula 21 ab sin C for the Area of a Triangle
Use of Sine Rule and Cosine Rule for Any Triangle
Problems in Two and Three Dimensions Including Those Involving Angles of Elevation and Depression and Bearings

Congruency & Similarity

Determining Whether Two Triangles Are Congruent or Similar
Ratio of Areas of Similar Plane Figures
Ratio of Volumes of Similar Solids
Solving Simple Problems Involving Similarity and Congruence

Arc Length & Sector Area

Arc Length, Sector Area, and Area of a Segment of a Circle
Use of Radian Measure of Angle (Including Conversion Between Radians and Degrees)

Properties of Circles

Symmetry Properties of Circles:
- Equal Chords Are Equidistant from the Centre
- The Perpendicular Bisector of a Chord Passes Through the Centre
- Tangents from an External Point Are Equal in Length
- The Line Joining an External Point to the Centre of the Circle Bisects the Angle Between the Tangents
Angle Properties of Circles:
- Angle in a Semicircle is a Right Angle
- Angle Between Tangent and Radius of a Circle is a Right Angle
- Angle at the Centre is Twice the Angle at the Circumference
- Angles in the Same Segment Are Equal
- Angles in Opposite Segments Are Supplementary

Course Fees (2026)

Disclaimer:

– Course fees and registration fees are inclusive of GST

– Per month refers to 4 lessons. Fees are collected on a Termly basis, and there are 10 – 12 lessons per term (Term 1 – Term 4).

*For Secondary 4 Classes: There are only 6 lessons in Term 4. Last 2 lessons are 3 hours each.

hear what our students & parents have to say!

Real voices. Real progress. Read the stories of Students and Parents who’ve experienced the Blue3Academy difference!

Mr. Nicholas is an exceptional S2 Math tutor.
He possesses a remarkable ability to connect with students, fostering a supportive and encouraging learning environment. The improvement I've seen in my understanding of mathematics since joining his tuition class has been significant. I highly recommend him for S2 students struggling with or seeking to excel in Math.

Tr Xuan Ming has been a really helpful and positive experience. He explains concepts clearly and breaks down difficult topics like atoms, bonding, and chemical reactions in a way that’s easy to understand. Lessons are engaging and well-paced, and I feel more confident in class and during tests. Overall, this tuition has made science much less stressful and even enjoyable!

My son was tutored by teacher Seah Hui during S3-4.
She really helped him improve his math by being patient and eager to help whenever he encounter obstacles. As a result, he was able to secure good results for math. I am forever grateful for her teaching my son.

Tr Manpreet is such a wonderful teacher! The lessons she teach are so easy and concise to understand. She also teaches neat tips and tricks and encourages consultation with her. This boosted my morale in asking qns and I have done pretty decent for exams this time round! I would encourage all who hasn't joined Bluetree Academy to join if you are searching for encouraging teachers who support you in your studies everyday.

My son had been with Blue3 Academy from S1-4 for both Science and Math. In upper secondary, he attended pure Physics & A Math classes with Teachers Xuan Ming & Manpreet (Physics) and Nicholas (A Math). Through these 4 years, we could clearly see the unwavering support, patience and dedication of his teachers who were always there to clarify his doubts and frame the lessons such that it is a fruitful one. He scored A1s for both A Math & pure Physics in the O levels and we are immensely grateful for the nurturing heart of his teachers and for always believing in him.

Tr Jonie has been very helpful while teaching me in math. She always explains problems in a way that I can understand and gives me time to relax. I really appreciate her teaching.

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frequently asked questions

How do I know if I need Math Tuition?

Our Secondary Math program is meticulously designed to build a solid foundation in Lower Secondary Math while preparing students for the rigors of Upper Secondary Additional Math and Elementary Math. Through engaging inquiry-based learning, and effective problem-solving strategies, students develop a deep understanding of key concepts crucial for academic success.

With proven teaching methods, expert educators, and comprehensive resources, we empower students to excel in their studies and gain the confidence to tackle advanced Math topics. This program ensures they are well-prepared to meet the demands of O-Level Math and beyond!

Do you offer IP Math Tuition for Integrated Programme students?

Yes, we offer a dedicated IP Math Tuition programme tailored for Integrated Programme (IP) students. Unlike standard syllabuses, the IP curriculum demands deeper conceptual understanding, critical thinking, and application skills.

Our IP Math classes focus on:

Higher-order thinking questions
Deep-dive into conceptual mastery
Structured answers for application-based assessments
Exposure to IP-style exam formats

Taught by experienced tutors familiar with IP standards, our programme helps IP students stay ahead, not just keep up!

Does Blue3Academy offer trial class?

Yes, we offer trial classes for Secondary School students. This is a great opportunity for students to experience our proven teaching methods, as well as how our passionate and trained teachers can help them to excel! To schedule a trial class, please contact us through our website or give us a call. We’re always excited to welcome new students and help them reach their full potential!

What learning materials does Blue3Academy provide?

At Blue3Academy, we provide a range of high-quality learning materials for Secondary School students, including worksheets, notes, and cheat sheets. These resources are developed in-house by our Curriculum Team to support and enhance the learning experience. With our materials designed to enhance understanding, encourage curiosity, and strengthen application, students grow into confident and independent learners!

What other resources does Blue3Academy offer?

Besides our curated in-house curriculum and targeted exam revision materials, we also hold TikTok Live sessions, masterclasses, and webinars for deeper learning and real-time support.
Follow us on TikTok and Instagram to stay updated on our upcoming interactive sessions! Join us as our passionate teachers share practical strategies and insights that strengthen understanding and build long-term confidence!