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Learn Number and Algebra (Part 3) the Singapore Way

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Learn Number and Algebra (Part 3) the Singapore Way, available at $34.99, has an average rating of 4, with 117 lectures, based on 1 reviews, and has 18 subscribers.

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You will learn about Number and Algebra 3 (sub-topics N6 and N7 based on Singapore GCE O Level Mathematics Syllabus [4048] 2021) Functions and Graphs: Cartesian coordinates in two dimensions, Graphs of a set of ordered pairs as a representation of a relationship between two variables Functions and Graphs: Linear Functions, Graphs of Linear Functions, Gradient of a Linear Graph, Plotting of Straight Line on Graph Paper Functions and Graphs: Graphs of Quadratic Functions and their properties, Sketching graphs of Quadratic Functions Functions and Graphs: Graphs of Power Functions, Graphs of Exponential Functions, Estimation of the gradient of a curve by drawing a tangent Equations and Inequalities: Solving Simultaneous Linear Equations in Two Variables by Graphical, Elimination and Substitution Method Equations and Inequalities: Solving Equations involving Algebraic Fractions Equations and Inequalities: Solving Quadratic Equations in One Unknown by Factorisation, Completing The Square, Formula and Graphical method Equations and Inequalities: Solving Simple Fractional Equations that can be reduced to Quadratic Equations, Formulating equations to solve problems Equations and Inequalities: Solving Linear Inequalities in One Variable, and Representing The Solution on the Number Line This course is ideal for individuals who are Students taking Singapore GCE O Level Mathematics Syllabus [4048], IGCSE or any other equivalent or Students looking to deepen their learning on Number and Algebra or Parents looking for supplementary resources of Number and Algebra to help guide their children on their school work or Homeschool parents looking for structured Mathematics courses or Young adults/adults who wish to refresh their understanding of Number and Algebra It is particularly useful for Students taking Singapore GCE O Level Mathematics Syllabus [4048], IGCSE or any other equivalent or Students looking to deepen their learning on Number and Algebra or Parents looking for supplementary resources of Number and Algebra to help guide their children on their school work or Homeschool parents looking for structured Mathematics courses or Young adults/adults who wish to refresh their understanding of Number and Algebra.

Enroll now: Learn Number and Algebra (Part 3) the Singapore Way

Summary

Title: Learn Number and Algebra (Part 3) the Singapore Way

Price: $34.99

Average Rating: 4

Number of Lectures: 117

Number of Published Lectures: 117

Number of Curriculum Items: 117

Number of Published Curriculum Objects: 117

Original Price: $119.99

Quality Status: approved

Status: Live

What You Will Learn

  • Number and Algebra 3 (sub-topics N6 and N7 based on Singapore GCE O Level Mathematics Syllabus [4048] 2021)
  • Functions and Graphs: Cartesian coordinates in two dimensions, Graphs of a set of ordered pairs as a representation of a relationship between two variables
  • Functions and Graphs: Linear Functions, Graphs of Linear Functions, Gradient of a Linear Graph, Plotting of Straight Line on Graph Paper
  • Functions and Graphs: Graphs of Quadratic Functions and their properties, Sketching graphs of Quadratic Functions
  • Functions and Graphs: Graphs of Power Functions, Graphs of Exponential Functions, Estimation of the gradient of a curve by drawing a tangent
  • Equations and Inequalities: Solving Simultaneous Linear Equations in Two Variables by Graphical, Elimination and Substitution Method
  • Equations and Inequalities: Solving Equations involving Algebraic Fractions
  • Equations and Inequalities: Solving Quadratic Equations in One Unknown by Factorisation, Completing The Square, Formula and Graphical method
  • Equations and Inequalities: Solving Simple Fractional Equations that can be reduced to Quadratic Equations, Formulating equations to solve problems
  • Equations and Inequalities: Solving Linear Inequalities in One Variable, and Representing The Solution on the Number Line

Who Should Attend

  • Students taking Singapore GCE O Level Mathematics Syllabus [4048], IGCSE or any other equivalent
  • Students looking to deepen their learning on Number and Algebra
  • Parents looking for supplementary resources of Number and Algebra to help guide their children on their school work
  • Homeschool parents looking for structured Mathematics courses
  • Young adults/adults who wish to refresh their understanding of Number and Algebra

Target Audiences

  • Students taking Singapore GCE O Level Mathematics Syllabus [4048], IGCSE or any other equivalent
  • Students looking to deepen their learning on Number and Algebra
  • Parents looking for supplementary resources of Number and Algebra to help guide their children on their school work
  • Homeschool parents looking for structured Mathematics courses
  • Young adults/adults who wish to refresh their understanding of Number and Algebra

Learn Number and Algebra (Part 3) 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 GCE O Level 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:

  1. 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.

  2. 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.

  3. Exercises are extra practice questions to further sharpen and test your understanding. Some questions here are HOT (Higher-Order-Thinking) questions.

  4. Essential Steps consist of tips and tricks or guides to help you to tackle a question.

  5. 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 2 units are included (with 19 sections):

Unit 6 Functions and Graphs

1. Cartesian Coordinates in Two Dimensions

2. Graphs of a set of ordered pairs as a representation of a relationship between two variables

3. Linear Functions

4. Graphs of Linear Functions

5. Gradient of a Linear Graph

6. Plotting of Straight Line on Graph Paper

7. Graphs of Quadratic Functions and Their Properties

8. Sketching the Graphs of Quadratic Functions

9. Graphs of Power Functions

10. Graphs of Exponential Functions

11. Practice (Graphs of Power Functions and Exponential Functions)

12. Estimation of the Gradient of a Curve by Drawing a Tangent

Unit 7 Equations and Inequalities

13. Solving Simultaneous Linear Equations in Two Variables by Graphical, Elimination and Substitution Method

14. Practice (Simultaneous Equations)

15. Solving Equations involving Algebraic Fractions

16. Solving Quadratic Equations in One Unknown by Factorisation, Completing The Square, Formula and Graphical method

17. Solving Simple Fractional Equations that can be reduced to Quadratic Equations

18. Formulating Equations to Solve Problems

19. Solving Linear Inequalities in One Variable, and Representing the Solution on the Number Line

Course Curriculum

Chapter 1: Cartesian Coordinates in Two Dimensions

Lecture 1: Conceptual Bridging: Basics of Coordinate Geometry

Lecture 2: Worked Example 1

Chapter 2: Graphs of a set of ordered pairs

Lecture 1: Worked Example 1

Lecture 2: Exercise Question 1

Chapter 3: Linear Functions

Lecture 1: Conceptual Bridging: Introduction to Linear Functions

Lecture 2: Worked Example 1

Chapter 4: Graphs of Linear Functions

Lecture 1: Conceptual Bridging: Graphs of Linear Equations

Lecture 2: Worked Example 1: Drawing Linear Graphs

Lecture 3: Exercise Question 1

Lecture 4: Worked Example 2: Drawing Linear Graphs on Graph Paper

Lecture 5: Exercise Question 2

Chapter 5: Gradient of a Linear Graph

Lecture 1: Conceptual Bridging: Introduction to Gradient

Lecture 2: Worked Example 1

Lecture 3: Exercise Question 1

Lecture 4: Exercise Question 2

Chapter 6: Plotting of Straight Line on Graph Paper

Lecture 1: Worked Example 1 (a)

Lecture 2: Worked Example 1 (b)

Lecture 3: Worked Example 1 (c) & 1 (d)

Lecture 4: Exercise Question 1 (a)

Lecture 5: Exercise Question 1 (b)

Lecture 6: Exercise Question 1 (c)

Chapter 7: Graphs of Quadratic Functions and Their Properties

Lecture 1: Conceptual Bridging: Graphs of Quadratic Functions

Lecture 2: Conceptual Bridging: Properties of Graphs of Quadratic Functions

Lecture 3: Worked Example 1: Stating the Turning Point of Quadratic Graph

Chapter 8: Sketching the Graphs of Quadratic Functions

Lecture 1: Conceptual Bridging: Sketching the Graphs of Quadratic Functions

Lecture 2: Worked Example 1: Sketching of a Quadratic Graphs of the form y=(x-h)(x-k)

Lecture 3: Worked Example 2: Sketching of a Quadratic Graphs of the form y=(x-h)(x-k)

Lecture 4: Exercise Question 1

Lecture 5: Essential Steps: Sketching of Graphs of Quadratic Functions

Lecture 6: Worked Example 3

Lecture 7: Worked Example 4

Lecture 8: Exercise Question 2

Chapter 9: Graphs of Power Functions

Lecture 1: Conceptual Bridging 1: Graphs of Power Functions

Lecture 2: Conceptual Bridging 2: Graphs of Power Functions

Lecture 3: Conceptual Bridging 3: Graphs of Power Functions

Lecture 4: Worked Example 1: Graphs of Power Functions

Lecture 5: Worked Example 2: Graphs of Power Functions

Lecture 6: Worked Example 3: Graphs of Power Functions

Chapter 10: Graphs of Exponential Functions

Lecture 1: Conceptual Bridging: Graphs of Exponential Functions

Lecture 2: Worked Example 1: Graph of Exponential Function

Chapter 11: Practice (Graphs of Power Functions and Exponential Functions)

Lecture 1: Practice Question 1

Lecture 2: Practice Question 2

Lecture 3: Practice Question 3

Lecture 4: Practice Question 4

Lecture 5: Practice Question 5

Chapter 12: Estimation of the Gradient of a Curve by Drawing a Tangent

Lecture 1: Conceptual Bridging: Tangent

Lecture 2: Worked Example 1 (a)

Lecture 3: Worked Example 1 (b)

Lecture 4: Worked Example 1 (c) (i)

Lecture 5: Worked Example 1 (c) (ii)

Lecture 6: Worked Example 1 (d) (i)

Lecture 7: Worked Example 1 (d) (ii)

Lecture 8: Exercise Question 1 (a)

Lecture 9: Exercise Question 1 (b)

Lecture 10: Exercise Question 1 (c)

Lecture 11: Exercise Question 1 (d)

Lecture 12: Exercise Question 1 (e)

Lecture 13: Exercise Question 1 (f)

Chapter 13: Solving Simultaneous Linear Equations

Lecture 1: Worked Example 1

Lecture 2: Exercise Question 1

Lecture 3: Worked Example 2

Lecture 4: Worked Example 3

Lecture 5: Worked Example 4

Lecture 6: Worked Example 5

Chapter 14: Practice (Simultaneous Equations)

Lecture 1: Practice Question 1

Lecture 2: Practice Question 2

Lecture 3: Practice Question 3

Lecture 4: Practice Question 4 (a)

Lecture 5: Practice Question 4 (b)

Lecture 6: Practice Question 5 (a)

Lecture 7: Practice Question 5 (b)

Lecture 8: Practice Question 5 (c)

Lecture 9: Practice Question 6

Chapter 15: Solving Equations involving Algebraic Fractions

Lecture 1: Worked Example 1

Lecture 2: Worked Example 2

Lecture 3: Exercise Question 1

Lecture 4: Exercise Question 2

Lecture 5: Exercise Question 3

Chapter 16: Solving Quadratic Equations in One Unknown

Lecture 1: Conceptual Bridging: Recall What is a Quadratic Equation

Lecture 2: Worked Example 1: Solving Quadratic Equations by Factorisation

Lecture 3: Worked Example 2

Lecture 4: Conceptual Bridging: Solving Quadratic Equation by Completing the Square

Lecture 5: Worked Example 3

Lecture 6: Worked Example 3 – Tips

Instructors

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Frequently Asked Questions


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