Cambridge Mathematics

Cambridge Mathematics Online Courses

Lower Secondary

1.1 Whole Number Skills
1.2 Number Skills
1.3 Directed Numbers
1.4 Ratios

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42 Lessons
2.1 Fractions
2.2 Decimals
2.3 Percentages

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38 Lessons
3.1 Algebraic Expressions
3.2 Number Sequences
3.3 Basic Equations
3.4 Linear Equations
3.5 Exponents
3.6 Straight Lines
3.7 Functions
3.8 Quadratic Equations
3.9 Simultaneous Equations

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60 Lessons
4.1 Angle Geometry
4.2 Transformations
4.3 Bearings
4.4 Pythagoras Theorem
4.5 Coordinate Geometry

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32 Lessons
5.1 Angle Geometry
5.2 Time
5.3 Measurement
5.4 Perimeter
5.5 Area
5.6 Surface Area
5.7 Volume

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48 Lessons
6.1 Presenting Data
6.2 Exploring Data
6.3 Linear Correlation
6.4 Probability

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32 Lessons
7.1 Algebraic Expressions
7.2 Financial Mathematics

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22 Lessons

IGCSE Core

1.1 Directed Numbers
1.2 Number Skills
1.3 Sets
1.4 Venn Diagrams
1.5 Fractions
1.6 Decimals
1.7 Percentages
1.8 Time
1.9 Measurement
1.A Interest Rates
1.B Ratios
1.C Rates

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93 Lessons
2.1 Algebraic Expressions
2.2 Exponents
2.3 Linear Equations
2.4 Simultaneous Equations
2.5 Number Sequences
2.6 Quadratic Graphs
2.7 Kinematics

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49 Lessons
3.1 Coordinate Geometry
3.2 Angle Geometry
3.3 Similarity
3.4 Congruence
3.5 Transformations
3.6 Circle Geometry
3.7 Measurement
3.8 Perimeter
3.9 Area
3.A Surface Area
3.B Volume
3.C Pythagoras Theorem
3.D Trigonometry
3.E Vectors

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102 Lessons
4.1 Probability
4.2 Descriptive Statistics
4.3 Representing Data
4.4 Exploring Data
4.5 Linear Correlation

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47 Lessons

IGCSE Extended

1.1 Directed Numbers
1.2 Number Skills
1.3 Sets
1.4 Venn Diagrams
1.5 Fractions
1.6 Decimals
1.7 Percentages
1.8 Time
1.9 Measurement
1.A Interest Rates
1.B Ratios
1.C Rates
1.D Growth and Decay

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98 Lessons
2.1 Algebraic Expressions
2.2 Factorisation
2.3 Exponents
2.4 Linear Equations
2.5 Simultaneous Equations
2.6 Number Sequences
2.7 Quadratic Equations
2.8 Quadratic Graphs
2.9 Functions
2.A Kinematics
2.B Cubic Polynomials
2.C Exponential Graphs
2.D Differentiation

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105 Lessons
3.1 Coordinate Geometry
3.2 Angle Geometry
3.3 Similarity
3.4 Congruence
3.5 Transformations
3.6 Circle Geometry
3.7 Measurement
3.8 Perimeter
3.9 Area
3.A Surface Area
3.B Volume
3.C Pythagoras Theorem
3.D Trigonometry
3.E Trigonometric Graphs
3.F Non-Right Angled Triangles
3.G Vectors

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121 Lessons
4.1 Probability
4.2 Descriptive Statistics
4.3 Representing Data
4.4 Exploring Data
4.5 Linear Correlation

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53 Lessons

IGCSE Additional

1.1 Exponents
1.2 Surds
1.3 Polynomials
1.4 Coounting Techniques
1.5 Binomial Theorem

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44 Lessons
2.1 Quadratic Equations
2.2 Absolute Value Functions
2.3 Cubic Polynomials
2.4 Simultaneous Equations
2.5 Coordinate Geometry

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48 Lessons
3.1 Functions
3.2 Quadratic Functions
3.3 Exponential Graphs
3.4 Logarithms
3.5 Logarithmic Graphs

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42 Lessons
4.1 Radian Measure
4.2 Trigonometric Graphs
4.3 Trigonometric identities
4.4 Trigonometric Equations

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35 Lessons
5.1 Vectors
5.2 Differentiation
5.3 Application of Differentiation
5.4 Differentiation of Trigonometric Functions
5.5 Integration
5.6 Application of Integration

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62 Lessons

IGCSE International Core

1.1 Number Skills
1.2 Ratios
1.3 Decimals
1.4 Fractions
1.5 Percentages
1.6 Interest Rates
1.7 Exponents
1.8 Measurement
1.9 Time
1.A Perimeter
1.B Area
1.C Surface Area
1.D Volume

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98 Lessons
2.1 Algebraic Expressions
2.2 Linear Equations
2.3 Exponents
2.4 Simultaneous Equations
2.5 Factorisation
2.6 Algebraic Fractions
2.7 Number Sequences

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60 Lessons
3.1 Functions
3.2 Transformations
3.3 Vectors
3.4 Set Theory
3.5 Venn Diagrams

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26 Lessons
4.1 Coordinate Geometry
4.2 Angle Geometry
4.3 Similarity
4.4 Pythagoras Theorem
4.5 Circle Geometry
4.6 Trigonometry

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59 Lessons
5.1 Descriptive Statistics
5.2 Probability
5.3 Representing Data
5.4 Exploring Data
5.5 Linear Correlation

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49 Lessons

IGCSE International Extended

1.1 Number Skills
1.2 Ratios
1.3 Decimals
1.4 Fractions
1.5 Percentages
1.6 Interest Rates
1.7 Exponents
1.8 Surds
1.9 Measurement
1.A Time
1.B Perimeter
1.C Area
1.D Surface Area
1.E Volume

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112 Lessons
2.1 Algebraic Expressions
2.2 Linear Equations
2.3 Exponents
2.4 Simultaneous Equations
2.5 Factorisation
2.6 Algebraic Fractions
2.7 Quadratic Equations
2.8 Number Sequences
2.9 Linear Modelling
2.A Non-Linear Modelling

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91 Lessons
3.1 Functions
3.2 Quadratic Graphs
3.3 Transformations
3.4 Inverse Functions
3.5 Vectors
3.6 Set Theory
3.7 Venn Diagrams

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67 Lessons
4.1 Coordinate Geometry
4.2 Angle Geometry
4.3 Similarity
4.4 Pythagoras Theorem
4.5 Circle Geometry
4.6 Trigonometry
4.7 Non-Right Angled Triangles
4.8 Trigonometric Graphs

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80 Lessons
5.1 Descriptive Statistics
5.2 Probability
5.3 Representing Data
5.4 Exploring Data
5.5 Linear Correlation

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50 Lessons

IGCSE (US) Core

1.1 Natural Numbers
1.2 Directed Numbers
1.3 Number Skills
1.4 Percentages
1.5 Ratios
1.6 Interest Rates
1.7 Exponents
1.8 Time
1.9 Measurement
1.A Radicals

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93 Lessons
2.1 Directed Numbers
2.2 Linear Equations
2.3 Exponents
2.4 Algebraic Expressions
2.5 Simultaneous Equations
2.6 Factorization
2.7 Number Sequences

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56 Lessons
3.1 Functions
3.2 Graphs
3.3 Exponential Graphs
3.4 Transformations
3.5 Vectors
3.6 Pythagoras Theorem
3.7 Trigonometry

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58 Lessons
4.1 Measurement
4.2 Angle Geometry
4.3 Circle Geometry
4.4 Perimeter
4.5 Area
4.6 Surface Area
4.7 Volume
4.8 Similarity
4.9 Coordinate Geometry

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77 Lessons
5.1 Probability
5.2 Descriptive Statistics
5.3 Representing Data
5.4 Exploring Data
5.5 Linear Modelling

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46 Lessons

IGCSE (US) Extended

1.1 Natural Numbers
1.2 Directed Numbers
1.3 Number Skills
1.4 Percentages
1.5 Ratios
1.6 Interest Rates
1.7 Exponents
1.8 Time
1.9 Measurement
1.A Radicals

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93 Lessons
2.1 Directed Numbers
2.2 Linear Equations
2.3 Inequalities
2.4 Exponents
2.5 Algebraic Expressions
2.6 Simultaneous Equations
2.7 Factorization
2.8 Quadratic Equatoins
2.9 Number Sequences
2.A Non-Linear Modelling

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91 Lessons
3.1 Functions
3.2 Graphs
3.3 Exponential Graphs
3.4 Trigonometric Graphs
3.5 Transformations
3.6 Inverse Functions
3.7 Vectors
3.8 Pythagoras Theorem
3.9 Trigonometry
3.A Non-Right Angled Triangles

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79 Lessons
4.1 Measurement
4.2 Angle Geometry
4.3 Circle Geometry
4.4 Perimeter
4.5 Area
4.6 Surface Area
4.7 Volume
4.8 Similarity
4.9 Coordinate Geometry

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83 Lessons
5.1 Probability
5.2 Descriptive Statistics
5.3 Representing Data
5.4 Exploring Data
5.5 Linear Modelling

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51 Lessons

IGCSE (US) Additional

1.1 Complex Numbers
1.2 Exponents
1.3 Radicals
1.4 Matrices
1.5 Polynomials

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67 Lessons
2.1 Functions
2.2 Graphs
2.3 Exponential Functions
2.4 Logarithms
2.5 Logarithmic Graphs

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47 Lessons
3.1 Angle Geometry
3.2 Similarity
3.3 Coordinate Geometry
3.4 Graphs
3.5 Parabola
3.6 Conics
3.7 Radian Measure
3.8 Trigonometric Graphs
3.9 Trigonometric Identities
3.A Trigonometric Equations

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70 Lessons
4.1 Probability
4.2 Discrete Random Variables
4.3 Descriptive Statistics
4.4 Exploring Data
4.5 Normal Distribution
4.6 Representing Data
4.7 Linear Modelling

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38 Lessons

O Level

1.1 Natural Numbers
1.2 Directed Numbers
1.3 Number Skills
1.4 Fractions
1.5 Decimals
1.6 Percentages
1.7 Ratios

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80 Lessons
2.1 Algebraic Expressions
2.2 Linear Equations
2.3 Factorisation
2.4 Exponents
2.5 Inequalities
2.6 Number Sequences

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68 Lessons
3.1 Quadratic Graphs
3.2 Graphs
3.3 Functions
3.4 Non-Linear Modelling
3.5 Simultaneous Equations
3.6 Inequalities
3.7 Transformations
3.8 Matrices

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60 Lessons
4.1 Coordinate Geometry
4.2 Set Theory>br> 4.3 Venn Diagrams
4.4 Angle Geometry
4.5 Circle Geometry
4.6 Similarity
4.7 Locus
4.8 Pythagoras Theorem
4.9 Trigonometry
4.A Non-Right Angled Triangles

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83 Lessons
5.1 Time
5.2 Spending Money
5.3 Interest Rates
5.4 Accuracy
5.5 Perimeter
5.6 Area
5.7 Surface Area
5.8 Volume
5.9 Vectors

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59 Lessons
6.1 Probability
6.2 Descriptive Statistics
6.3 Representing Data
6.4 Exploring Data
6.5 Linear Modelling

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51 Lessons

O Level Additional

1.1 Functions
1.2 Inverse Functions
1.3 Quadratic Functions
1.4 Exponential Graphs
1.5 Logarithms
1.6 Logarithmic Graphs
1.7 Coordinate Geometry

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43 Lessons
2.1 Absolute Value Equations
2.2 Cubic Polynomials
2.3 Polynomials
2.4 Simultaneous Equations
2.5 Quadratic Equations

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34 Lessons
3.1 Exponents
3.2 Surds
3.3 Counting Techniques
3.4 Binomial theorem

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37 Lessons
4.1 Radian Measure
4.2 Trigonometry
4.3 Trigonometric Graphs
4.4 Trigonometric Identities
4.5 Trigonometric Equations
4.6 Trigonometric Functions

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32 Lessons
5.1 Vectors
5.2 Vector Operations
5.3 Differentiation
5.4 Application of Differentiation
5.5 Integration
5.6 Exponential Functions
5.7 Logarithmic Functions
5.8 Application of Integration

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58 Lessons

International AS and A Level

1.1 Quadratic Equations
1.2 Quadratic Inequalities
1.3 Quadratic Functions
1.4 Functions
1.5 Coordinate Geometry
1.6 Circles
1.7 Trigonometry
1.8 Binomial Theorem
1.9 Sequences and Series
1.A Differentiation
1.B Integration

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105 Lessons
2.1 Absolute Value Functions
2.2 Polynomials
2.3 Logarithms
2.4 Reciprocal Trigonometric Functions
2.5 Trigonometric Identities
2.6 Exponential Functions
2.7 Logarithmic Functions
2.8 Trigonometric Functions
2.9 Differentiation
2.A Numerical Approximation

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61 Lessons
3.1 Absolute Value Functions
3.2 Polynomials
3.3 Logarithms
3.4 Reciprocal Trigonometric Functions
3.5 Trigonometric Identites
3.6 Exponential Functions
3.7 Logarithmic Functions
3.8 Differentiation
3.9 Numerical Approximation
3.A Further Integration
3.B Vectors
3.C Differential Equations
3.D Complex Numbers

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100 Lessons
4.1 Motions in Straight Lines
4.2 Constant Acceleration
4.3 Forces
4.4 Newton's Second Law
4.5 Vectors
4.6 Equilibrium and Resultant Forces
4.7 General Motions in Straight Lines
4.8 Friction Model
4.9 Work and Energy

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9 Lessons
5.1 Descriptive Statistics
5.2 Representing Data
5.3 Exploring Data
5.4 Probability
5.5 Discrete Random Variables
5.6 Counting Techniques
5.7 Binomial Distribution
5.8 Normal Distribution

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65 Lessons
6.1 Hypothesis Testing
6.2 Poisson Distribution
6.3 Continuous Random Variables
6.4 Linear Combinations of Random Variables

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7 Lessons

International AS and A Level Further

1.1 Matrices
1.2 Transformations using Matrices
1.3 Sequences and Series
1.4 Mathematical Induction
1.5 Quadratic Equations
1.6 Roots and Coefficients of Polynomials
1.7 Graphs
1.8 Vectors

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42 Lessons
2.1 Hyperbolic Functions
2.2 Matrices
2.3 Differentiation
2.4 Further Integration
2.5 Integration of Inverse Trigonometric Functions
2.6 Application of Integration
2.7 De Moivre's Theorem
2.8 Differential Equations

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23 Lessons
3.1 Projectile Motion
3.2 Moments of Forces
3.3 Centre of Mass
3.4 Circular Motion
3.5 Linear Motion under Variable Forces

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9 Lessons
4.1 Continuous Random Variables
4.2 Inference using Normal and t-Distribution
4.3 Chi-Squared Distribution
4.4 Non-Parametric Tests
4.5 Probability Generating Functions

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5 Lessons