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Secondary
E Math & A Math
Tuition in Singapore
E Math builds numerical, algebraic, graphical, geometrical and data skills, while A Math develops deeper algebra, trigonometry, coordinate geometry and calculus. They form the core mathematical foundation students need for O-Level and IP success.
EX-MOE PHYSICS EDUCATORS · O-LEVEL & IP SUPPORT ·
ON-SITE & ONLINE OPTIONS · SPECIALLY DESIGNED NOTES & WORKSHEETS
Different Subjects, Different Learning Challenges
Although E Math and A Math share important foundations, students face different demands in each subject. Clear separation helps parents understand where support is needed.
Common Challenges in E Math
E Math covers a broad syllabus and tests whether students can use familiar mathematics accurately in varied and real-world contexts.
01
Interpreting word and real-world problems
identifying relevant information and translating it into equations, diagrams or calculations.
02
Connecting representations
Moving between tables, graphs, formulae, geometrical diagrams and written information.
03
Accuracy across a broad syllabus
Retaining reliable methods for algebra, geometry, trigonometry, statistics and probability.
04
Essential working
Showing clear, logical steps to earn method marks and make errors traceable.
05
Examination execution
Managing calculator use, units, rounding, significant figures and time across both papers.
Common Challenges in A Math
A Math places heavier demands on algebraic fluency, multi-step reasoning and the ability to connect ideas across topics.
01
Algebra as the working language
Weaknesses in expressions, equations, surds, indices or logarithms affect later topics.
02
Recognising the method
Deciding whether a question requires factorisation, functions, a trigonometric identity, differentiation or integration.
03
Connecting topics
Combining algebra, functions, coordinate geometry, trigonometry and calculus within one question.
04
Sustaining accuracy
Preventing sign, substitution and simplification errors from carrying through longer solutions.
05
Reasoning and proof
Justifying steps, proving identities or geometrical statements, and interpreting results rather than relying on memorised routines.
Our goal is to help students build reliable mathematical foundations, interpret questions carefully and complete solutions with greater accuracy, clarity and confidence. Students learn not only how to obtain an answer, but also how to present the necessary working and check whether their result is reasonable.
Our goal is to develop students who can recognise mathematical structures, select efficient methods and connect concepts across algebra, geometry, trigonometry and calculus. Through guided practice and feedback, students learn to approach unfamiliar questions systematically and sustain accurate working through longer solutions.
Our Approach to Mastering
Secondary Mathematics
Each lesson combines clear concept development, worked examples, guided practice and focused feedback so students know what to improve and how to apply it independently.
01
Build Fluency
Strengthen essential algebraic manipulation and core methods before progressing to more complex applications.
02
Make Connections
Connect algebraic and graphical representations and recognise how ideas relate across topics.
03
Apply Strategically
Applying calculus ideas such as gradients, rates and areas while retaining key E Math skills.
04
Refine Accuracy
Diagnose errors, improve presentation and develop checking routines.
E Math Curriculum Coverage
Number and Algebra
Numbers and operations; ratio and proportion; percentages; rate and speed; algebraic expressions and formulae; functions and graphs; equations and inequalities; sets; matrices.
Geometry and Measurement
Angles and polygons; congruence and similarity; circle properties; Pythagoras’ theorem and trigonometry; mensuration; coordinate geometry; vectors; transformations.
Statistics and Probability
Data representation and analysis; measures of centre and spread; interpretation of statistical information; probability.
A Math Curriculum Coverage
Algebra
Quadratic functions; equations and inequalities; surds; polynomials and partial fractions; binomial expansions; exponential and logarithmic functions.
Geometry and Trigonometry
Trigonometric functions, identities and equations; coordinate geometry in two dimensions; proofs in plane geometry.
Calculus
Differentiation and integration; gradients and rates of change; stationary points; areas; displacement, velocity and acceleration applications.
Secondary Math Learning Materials &
Exam Preparation
Students use in-house study notes and worksheets designed to simplify complex mathematical concepts, with lesson-video recordings available for revision and catch-up. Practice develops conceptual understanding, algebraic fluency, multi-step problem-solving and clear presentation of working, together with graph interpretation, accuracy, checking techniques and examination time management.
Support That Continues Beyond the Lesson
01
Question and solution clarification
Students can seek help when they are unsure about a method, a step in their working or why their answer is incorrect.
02
Targeted practice for weaker topics
Additional questions will be given to students to strengthen weaker topics, such as graphs and statistics for E Math or trigonometry and calculus for A Math.
03
Correction and error analysis
Students receive feedback on mistakes from assignments such as sign errors, incorrect formulas, weak algebraic manipulation or missing working.
04
Personalised revision guidance
Teachers can guide students on which topics to revise first based on their school assessments, upcoming examinations and areas of weakness.
Students receive practical support to keep learning on track when questions arise or a lesson is missed.
For centre-wide support that applies across all subjects, including lesson arrangements and broader learning support, see our Student Support System on the Home page.
What JC Students Say
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Aqeel, VJC — Mr Quek helped him build understanding across different Physics chapters and apply the right principles in the correct contexts. Cherry Kyaw, ASRJC — credits Mr Quek’s clear, engaging explanations, patience and enthusiasm with improving her understanding and confidence. Umar, CJC — says Mrs Olivia Ong’s guiding questions and detailed explanations helped him clarify doubts and achieve a significant improvement in his Physics grade.
How Our Students Have Grown in Math
Every student approaches Mathematics with different strengths and areas for improvement. These experiences from E-Math and A-Math students show how clear teaching, structured practice and targeted feedback can help students strengthen their mathematical understanding, improve problem-solving accuracy and approach examinations with greater confidence.
Advay
I really appreciate the extra effort you put into preparing mind maps, arranging consultations and planning additional lessons. Your dedication has encouraged me to do my best in Mathematics.
Jing Yi
Thank you for being such an excellent teacher. Your guidance has been an important reason for my improvement in Mathematics.
Grace Ho
Thank you for being one of the most dedicated teachers I have had and for always looking out for us. Your guidance made a meaningful difference to my Mathematics grades.
G. Sareendhar
Thank you for being such a patient and encouraging teacher. Your Mathematics lessons are engaging and make learning more enjoyable.
Edited extracts from published SG Physics student testimonials.
O Level & IP
E-Math & A-Math
Class Options
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O Level & IP Math lessons are 2 hours long.
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The current fee is $80 per on-site lesson and $75 per online lesson. Prices are before GST.
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Students may attend on-site or online, with learning-centre options at Bishan, Bukit Timah, Jurong East and Marine Parade.
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Lesson recordings provide additional catch-up and revision support.
