Learn Number andAlgebra (Part 2) the Singapore Way!
Let us structure the learning for you! Our Math learning content is designed by curriculum specialists and former Singapore Ministry of Education (MOE)Mathematics teachers with years of experience teaching Maths in our local secondary schools. The structure of the lessons is based on the Singapore GCEOLevel 4048 Mathematics Syllabus (2021).
Our Course Learning Design
To help you/your child fully grasp mathematical concepts, we designed our course in the following way:
Conceptual Bridging section is where we would explain how some important concepts are being deduced or derived. We will strongly encourage you not to skip it in order to understand certain core concepts.
Worked Examples are questions during which we will slowly unpack and apply what you have learnt. Usually, we will guide students through by assuming that students have zero understanding of the topic before approaching the questions.
Exercises are extra practice questions to further sharpen and test your understanding. Some questions here are HOT (Higher-Order-Thinking) questions.
Essential Steps consist of tips and tricks or guides to help you to tackle a question.
Practice Questions are extra Mathematics problems for you to practice on the topics that you have learnt. We encourage you to download the Practice worksheets first and attempt and complete them before watching the video solutions so as to maximise the benefit of the practice questions.
Each section comes with lesson notes that you have to download to refer to before starting your lessons. For this course, the following 1 unit is included (with 21 sections):
Unit 5 Algebraic Expressions and Formulae
1. Evaluation of Algebraic Expressions (AE) and Algebraic Formulae (AF)
2. Translation of Real-World Situations toAE
3. Representing Patterns or Relationships
4. Practice (Number Patterns)
5. Addition and Subtraction of LinearExpressions
6. Solving LinearEquations
7. Use of Symbols
8. Factorisation of AE
9. Expansion of the Product of AE
10. Changing the Subject of a Formula
11. Practice (Algebraic Formulae)
12. Addition and Subtraction of Quadratic Expressions (QE)
13. Expansion and Simplification of QE
14. Expansion using Special Identities
15. Factorisation of QE
16. Factorisation by Special Identities
17. Practice(Factorisation by QE)
18. Simplifying Algebraic Fractionsinvolving Factorisation
19. Multiplication and Division of Simple Algebraic Fractions
20. Addition and Subtraction of Algebraic Fractions
21. Practice (Algebraic Fractions)
