Secondary 1 Mathematics
Build a solid and strong Mathematical foundation for your child through our Secondary 1 programme!
Our Secondary 1 programme is designed to aid your child in their transition from Primary School to Secondary School Mathematics. Our curriculum is structured to guide your child in adapting to the change in the syllabus, as well as in their methods of solving problems, ultimately establishing a good foundation in the Secondary Mathematical syllabus.
Common Challenges Secondary 1 Students Face
1. A Significant Shift in Syllabus
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Conceptual Depth: Primary mathematics concentrates on fundamental operations and problem-solving, whereas secondary mathematics delves into advanced topics requiring abstract thinking and complex problem-solving strategies.
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Curriculum Scope: The primary curriculum covers essential arithmetic and introductory geometry, while the secondary curriculum expands to include algebra, advanced geometry, calculus, and probability.
2. Real-World Application Questions That Demand Critical Thinking
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The Secondary Math syllabus focuses on practical applications, making questions more complex.
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Word problems require strong interpretation skills to translate information into mathematical expressions.
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Many students struggle because they rely on memorisation rather than understanding how to apply concepts in different scenarios.
3. Exam Skills & Time Management Challenges
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Secondary school math exams place heavy emphasis on method marks—students must show clear steps in their solutions to earn full credit.
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Many students lose marks due to messy workings, missing steps, or poor answer presentation.
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Longer and more complex papers mean students must develop strong time management skills to complete all questions accurately within the exam time limit.
How Math Note Prepares Your Child for Success
1. Mastery-Based Learning, Fully Aligned with MOE’s Syllabus
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Our structured lessons closely follow the MOE curriculum, keeping students ahead of their school syllabus.
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Difficult topics like algebra, linear equations, and geometry are simplified into easy-to-understand steps.
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We use real-life examples and engaging teaching methods to make abstract math concepts relatable and easier to grasp.
2. Developing Strong Problem-Solving & Critical Thinking Skills
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We equip students with a step-by-step approach to solving complex questions with confidence.
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Tutors guide students to identify key concepts, select the best problem-solving methods, and avoid careless mistakes.
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With consistent practice, students develop the logical reasoning and resilience needed to tackle exam questions effectively.
3. Essential Exam Techniques to Maximize Scores
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Students learn how to present their answers clearly to secure full method marks.
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Our exam-grade practice questions prepare students for real school tests, ensuring they are comfortable with challenging assessment formats.
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Time management strategies help students complete all questions within the exam duration without rushing.
Why Parents Trust Math Note: Our Unique Teaching Approach
1. Small Class Sizes for Maximum Support
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More individual attention ensures every child gets the help they need.
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Tutors closely track progress and provide extra support where necessary.
2. Comprehensive & High-Quality Learning Materials
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Step-by-step Conceptual Notes: Clear, structured explanations tailored to the MOE syllabus.
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Progressive Practice Questions: Strengthens mastery from basic concepts to advanced problem-solving.
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Exam-Grade Questions & Challenging Problems: Prepares students for school tests with rigorous practice.
3. Engaging & Structured Lessons for Effective Learning
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Every lesson starts with concept mastery, ensuring students fully understand key topics.
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Guided practice reinforces learning, helping students gain confidence.
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Students work through exam-style questions to develop accuracy, efficiency, and adaptability.
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Our structured approach ensures students are fully prepared to excel in school exams.
Topic Outline
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Factors and Multiples
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Real Numbers
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Approximation and Estimation
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Basic Algebra and Algebraic Manipulation
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Simple Equation in One Variable
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Angles and Parallel Lines
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Triangles, Quadrilateral and Other Polygons
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Ratio, Rate and speed
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Percentage
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Sequence and Number Patters
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Linear Functions and Graphs
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Problems in real- world contexts
Course Contents
Each lesson includes:
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Detailed explanation of concepts and principles
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Comprehensive revision notes
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Individualised explanation and support tailored to each student's requirements
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Worksheets encompassing all subtopics within the same chapter
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Practice questions on different level of difficulties.
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Challenging revision questions
Each term includes:
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Topical revision Papers
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Mock Exam/Test Papers
Students will:
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develop the ability to recognise similar type of questions
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acquire the logical reasoning skill to solve questions
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practice good working presentation
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develop good habit of self-checking on incorrect steps
Sample Learning Notes
Explanations with easy-to-understand diagrams to help students to understand and remember easily
Simple and clear instructions to guide students to have good workings and presentations.
Examples from actual O level papers to prepare students in advance.
"My son's Math was not good in Primary school and we are afraid that he is not able to cope in Secondary school. That's how we found Math Note Learning Centre and my son is currently doing well in his Mathematics in school. We are very happy and hope that he is able to continue this until Sec 4. Thank you, Miss Chua."
Mrs Angela Lim, Parent of Lim Wei Jun, Sec 1
Punggol Secondary School
Enquiry About Our Programmes or Registration
Find out more on how can we help your child to excel in Mathematics!