IGCSE CIE Maths Extended Textbook

Concise resources for the IGCSE Edexcel Maths course

Textbook
PPT
1. Reviewing number concept
2. Making sense of Algebra
3. Lines ,angles & shapes
4. Collecting ,organising & displaying data
5. Fractions & standard Form
6. Equations & rearranging formulae
7. Perimeter ,area & Volume
8. Introduction to Probability
9. Sequence & Sets
10.Straight lines & Quadratic equations
11. Pythagoras Theorem & similar shapes
11.1 Pythagoras’ theorem
11.2 Understanding similar triangles 
11.3 Understanding similar shapes 
11.4 Understanding congruence
12.Averages & measures of spread
12.1 Different types of average 
12.2 Making comparisons using averages and ranges 
 12.3 Calculating averages and ranges for frequency 
12.4 Calculating averages and ranges for grouped data
 12.5 Percentiles and quartiles 
 12.6 Box-and-whisker plots
 13. Understanding Measurements
13.1 Understanding units 
 13.2 Time 
13.3 Upper and lower bounds
 13.4 Conversion graphs 
13.5 More money 
14. Further solving of equations & Inequalities
14.1 Simultaneous linear equations 
14.2 Linear inequalities 
14.3 Regions in a plane 
14.4 Linear programming 
14.5 Completing the square 
 14.6 Quadratic formula
14.7 Factorising quadratics where the coefficient of x 2 is not 1 
14.8 Algebraic fractions 
15.Scale drawings ,Bearings & Trigonometry
15.1Scale drawings 
 15.2 Bearings 
15.3 Understanding the tangent, cosine & sine ratio 
15.4 Solving problems using trigonometry
15.5 Sine, cosine & tangent of angles more than 90
15.6 The sine and cosine rules 
15.7 Area of a triangle
15.8 Trigonometry in three dimensions
16.Scatter Diagrams & Correlation
16.1 Introduction to bivariate data 
17. Managing Money
17.1 Earning money 
 17.2 Borrowing and investing money 
 17.3 Buying and selling 
18.Curved Graphs
18.1 Drawing quadratic graphs (the parabola) 
18.2 Drawing reciprocal graphs (the hyperbola) 
18.3 Using graphs to solve quadratic equations 
18.4 Using graphs to solve simultaneous linear and non-linear equations 
18.5 Other non-linear graphs 
18.6 Finding the gradient of a curve 
18.7 Derived functions
19.Symmetry
19.1 Symmetry in two dimensions 
19.2 Symmetry in three dimensions 
19.3 Symmetry properties of circles 
19.4 Angle relationships in circles
20. Histograms & Frequency distribution diagrams
20.1 Histograms 
20.2 Cumulative frequency
21. Ratio ,Rate & Proportion
21.1 Working with ratio
21.2 Ratio and scale 
21.3 Rates 
21.4 Kinematic graphs 
21.5 Proportion 
21.6 Direct and inverse proportion in algebraic terms 
21.7 Increasing & decreasing amounts by a given ratio 
22. More Equations Formulae & Functions
22.1 Setting up equations to solve problems 
22.2 Using and transforming formulae 
22.3 Functions and function notation
23. Vectors & Transformations
23.1 Simple plane transformations
23.2 Vectors 
23.3 Further transformations
24.Probability using tree diagram & venn diagram
24.1 Using tree diagrams to show outcomes 
24.2 Calculating probability from tree diagrams 
24.3 Calculating probability from Venn diagrams 
24.4 Conditional probability 
Answers
Ch 1 MS
Ch 2 MS
Ch 3 MS
Ch 4 MS
Ch 5 MS
Ch 6 MS
 Ch 7 MS
 Ch 8 MS
 Ch 9 MS
Ch 10 MS
Ch 11 MS
 Ch 12 MS
Ch 13 MS
Ch 14 MS
Ch 15 MS
Ch 16 MS
Ch 17 MS
Ch 18 MS
Ch 19 MS
Ch 20 MS
Ch 21 MS
Ch 22 MS
Ch 23 MS
Ch 24 MS
 
1. Reviewing number concept
2. Making sense of Algebra
3. Lines ,angles & shapes
4. Collecting ,organising & displaying data
5. Fractions & standard Form
6. Equations & rearranging formulae
7. Perimeter ,area & Volume
8. Introduction to Probability
9. Sequence & Sets
10.Straight lines & Quadratic equations
11. Pythagoras Theorem & similar shapes
11.1 Pythagoras’ theorem
11.2 Understanding similar triangles 
11.3 Understanding similar shapes 
11.4 Understanding congruence 
Chapter 11 Exam Practice
12.Averages & measures of spread
12.1 Different types of average 
12.2 Making comparisons using averages and ranges 
 12.3 Calculating averages and ranges for frequency 
12.4 Calculating averages and ranges for grouped data
 12.5 Percentiles and quartiles 
 12.6 Box-and-whisker plots
Chapter 12 Examination Practice
 13. Understanding Measurements
13.1 Understanding units 
 13.2 Time 
13.3 Upper and lower bounds
 13.4 Conversion graphs 
13.5 More money 
Chapter 13 Examination Practice
14. Further solving of equations & Inequalities
14.1 Simultaneous linear equations 
14.2 Linear inequalities 
14.3 Regions in a plane 
14.4 Linear programming 
14.5 Completing the square 
 14.6 Quadratic formula
14.7 Factorising quadratics where the coefficient of x 2 is not 1 
14.8 Algebraic fractions 
Chapter 14 Examination Practice
15.Scale drawings ,Bearings & Trigonometry
15.1Scale drawings 
15.2 Bearings 
15.3 Understanding the tangent, cosine & sine ratio 
15.4 Solving problems using trigonometry
15.5 Sine, cosine & tangent of angles more than 90
15.6 The sine and cosine rules 
15.7 Area of a triangle
15.8 Trigonometry in three dimensions
Chapter 15 Exam Practice
16.Scatter Diagrams & Correlation
16.1 Introduction to bivariate data 
Chapter 16 Examination Practice
17. Managing Money
17.1 Earning money
17.2 Borrowing and investing money 
 17.3 Buying and selling 
Chapter 17 Examination Practice
18.Curved Graphs
18.1 Drawing quadratic graphs (the parabola) 
 18.2 Drawing reciprocal graphs (the hyperbola) 
18.3 Using graphs to solve quadratic equations 
18.4 Using graphs to solve simultaneous linear and non-linear equations 
18.5 Other non-linear graphs 
18.6 Finding the gradient of a curve 
18.7 Derived functions
Chapter 18 Exam Practice
19.Symmetry
19.1 Symmetry in two dimensions 
19.2 Symmetry in three dimensions 
19.3 Symmetry properties of circles 
19.4 Angle relationships in circles 
20. Histograms & Frequency distribution diagrams
20.1 Histograms 
20.2 Cumulative frequency
Chapter 20 Exam Practice
21. Ratio ,Rate & Proportion
21.1 Working with ratio
21.2 Ratio and scale 
21.3 Rates 
21.4 Kinematic graphs 
21.5 Proportion 
21.6 Direct and inverse proportion in algebraic terms 
21.7 Increasing & decreasing amounts by a given ratio 
22. More Equations Formulae & Functions
22.1 Setting up equations to solve problems 
22.2 Using and transforming formulae 
22.3 Functions and function notation
23. Vectors & Transformations
23.1 Simple plane transformations
23.2 Vectors 
23.3 Further transformations
24.Probability using tree diagram & venn diagram
24.1 Using tree diagrams to show outcomes 
24.2 Calculating probability from tree diagrams 
24.3 Calculating probability from Venn diagrams 
24.4 Conditional probability 
 
 
 
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