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Math, as a game.

From Kindergarten to Grade 12. Bilingual FR/EN. Interactive lessons and exercises.

PYP 0 · 14 chapters

Numbers to 5
Comparing Quantities
Numbers to 10
Order and Position
Adding Within 10
Subtracting Within 10
Shapes and Solids
Comparing Lengths
Comparing Masses
Comparing Capacities; Hotter or Colder
Patterns
Time and Daily Routines
Position and Paths
Sorting, Picture Graphs and Chance

PYP 1 · 17 chapters

Numbers to 100
Comparing and Ordering Numbers
Ordinal Numbers and Patterns
Position and Direction
Number Bonds to 10 and Doubles
Addition Within 20
2D and 3D Shapes
Subtraction Within 20
Adding and Subtracting to 100
Measuring Length, Mass and Capacity
Multiplication: Equal Groups
Data Handling
Division: Equal Sharing
Halves and Quarters
Time
Money
Chance

PYP 2 · 22 chapters

Numbers to 1000
Comparing and Ordering Numbers to 1000
Odd and Even Numbers
Maps, Grids and Directions
Addition to 100 and beyond
Patterns and Sequences
2D Shapes
3D Shapes
Symmetry, Slides, Flips and Turns
Subtraction to 100 and beyond
Length
Mass and Capacity
Multiplication
Times Tables 2, 5 and 10
Times Tables 3 and 4
Data Handling
Division
Word problems
Fractions
Time
Money
Chance

PYP 3 · 24 chapters

Numbers to 10 000
Comparing, Ordering and Rounding
Grids, Maps and Compass Directions
Turns and Angles
Addition
2D Shapes and Polygons
3D Shapes
Subtraction
Length
Perimeter and Area
Capacity and Volume
Mass
Times Tables to 10 × 10
Multiplication Strategies
Written Multiplication
Data Handling
Division
Fractions
Number Patterns
Number sentences and word problems
Time
Money
Chance
Symmetry and Transformations

PYP 4 · 23 chapters

Numbers to 999 999
Addition
Subtraction
Multiplication
Data Handling
Division
Fractions
Patterns and functions
Number sentences and problem solving
Time
Turns and Angles
Decimals
Length and Perimeter
2D Shapes
Area
Position, Grids and Scale
3D Shapes
Volume and Capacity
Mass
Temperature
Money
Probability
Symmetry and Transformations

PYP 5 · 25 chapters

Whole Numbers to Millions
Operations with Whole Numbers
Factors, multiples and primes
Squares, square roots and exponents
Fractions: equivalence and comparison
Operations with fractions
Lines and Angles
Time
Decimal Numbers
Operations with Decimals
Length and Perimeter
Location: Grids, Compass and Scale
2D Shapes
Area
3D Shapes and Nets
Volume and Capacity
Mass
Money and Budgets
Number sequences and rules
Order of Operations and Problem Solving
Temperature and Negative Numbers
Percentages and Ratios
Probability
Statistics: Graphs and Averages
Transformations, Symmetry and Enlargement

MYP 1 · 18 chapters

Whole Numbers and Operations
Lines and Angles
Number Properties
Geometric Shapes
Fractions
Decimals
Length and Perimeter
Area
Volume, Capacity and Mass
Time
Percentage
Positive and Negative Numbers
Sequences
Location
Line Graphs
Probability
Statistics
Transformations

MYP 2 · 19 chapters

Whole Numbers, Rounding and Estimation
Lines, Angles and Constructions
Number Properties
Integers and Signed Numbers
Fractions
Decimals
Ratios, Rates and Percentages
Algebraic Expressions
Formulae
Linear Equations
Triangles and Quadrilaterals
Perimeter and Area
Solids
Volume, Capacity and Mass
Transformations and Symmetry
Coordinates and Straight-Line Graphs
Statistics
Probability
Algorithms and Flowcharts

MYP 3 · 19 chapters

Rational Numbers
Exponents
Square and Cube Roots
Algebraic Expressions and Fractions
Expansion and Factorisation
Formulae and Patterns
Linear Equations
Percentages and Money
Ratio, Rates and Speed
Straight-Line Graphs
Angles and Polygons
Circles, Perimeter and Area
Surface Area and Volume
Pythagoras' Theorem
Similarity
Congruence
Sets and Venn Diagrams
Statistics
Probability

MYP 4 · 22 chapters

Algebraic Expansion
Exponents and Standard Form
Radicals and Surds
Sets, Number Sets and Intervals
Coordinate Geometry and Straight Lines
Factorisation
Algebraic Fractions
Linear Equations, Inequalities and Formulae
Quadratic Equations
Simultaneous Equations
Quadratic Functions
Mensuration
Pythagoras and Right-Angled Trigonometry
Transformations
Similarity and Congruence
Deductive Geometry and Circle Theorems
Financial Mathematics
Direct and Inverse Proportion
Statistics: Sampling, Spread and Cumulative Frequency
Box Plots and Comparing Data Sets
Probability
Algorithms

MYP 5 · 16 chapters

Expansion and Factorisation
Linear Equations, Inequalities and Formulae
Coordinate Geometry
Quadratic Equations
Right-Angled Trigonometry and Bearings
Statistics
Probability
Conditional Probability
Functions
Exponential Functions and Equations
Circle Theorems and Geometric Proof
Quadratic Functions
Number Sequences and Finance
Bivariate Statistics
Non-Right-Angled Trigonometry
Measurement Accuracy and Error

MYP 5 Extended · 28 chapters

Expansion and Factorisation
Radicals and Surds (Extended)
Linear Equations, Inequalities and Formulae
Coordinate Geometry
Quadratic Equations
Right-Angled Trigonometry and Bearings
Non-Right-Angled Trigonometry
Statistics
Probability
Conditional Probability
Functions
Further Functions
Number Sequences and Finance
Series
Vectors
Scalar Product
Exponents and Exponential Functions
Logarithms
Circle Theorems and Geometric Proof
Quadratic Functions
Unit Circle and Trigonometric Identities
Trigonometric Functions and Equations
Inequalities and Linear Programming
Bivariate Statistics
Networks
Accuracy and Bounds
Counting and Probability (Optional)
Introduction to Calculus (Optional)

DP 1: Analysis and Approaches SL · 19 chapters

Straight Lines
Sets and Venn Diagrams
Surds and Exponents
Equations
Sequences and Series
Measurement
Right-Angled Triangle Trigonometry
The Unit Circle and Radian Measure
Non-Right-Angled Triangle Trigonometry
Points in Space
Probability
Conditional Probability
Sampling and Data
Descriptive Statistics
Quadratic Functions
Functions
Transformations of Functions
Exponentials
Logarithms

DP 1: Analysis and Approaches HL · 26 chapters

Straight Lines
Sets and Venn Diagrams
Surds and Exponents
Equations
Sequences and Series
Measurement
Right-Angled Triangle Trigonometry
The Unit Circle and Radian Measure
Non-Right-Angled Triangle Trigonometry
Points in Space
Probability
Conditional Probability
Sampling and Data
Descriptive Statistics
Quadratic Functions
Functions
Transformations of Functions
Trigonometric Functions
Further Trigonometry
Exponentials
Logarithms
Complex Numbers: Algebraic Form
Polynomials
Further Functions
Counting
The Binomial Theorem

DP 1: Applications and Interpretation SL · 17 chapters

Straight Lines
Sets and Venn Diagrams
Surds and Exponents
Equations
Sequences and Series
Measurement
Right-Angled Triangle Trigonometry
Non-Right-Angled Triangle Trigonometry
Points in Space
Probability
Conditional Probability
Sampling and Data
Descriptive Statistics
Approximations and Error
Loans and Annuities
Functions
Modelling

DP 1: Applications and Interpretation HL · 25 chapters

Straight Lines
Sets and Venn Diagrams
Surds and Exponents
Equations
Sequences and Series
Measurement
Right-Angled Triangle Trigonometry
The Unit Circle and Radian Measure
Non-Right-Angled Triangle Trigonometry
Points in Space
Probability
Conditional Probability
Sampling and Data
Descriptive Statistics
Quadratic Functions
Functions
Transformations of Functions
Trigonometric Functions
Exponentials
Logarithms
Approximations and Error
Loans and Annuities
Modelling
Bivariate Statistics
Non-Linear Regression

DP 2: Analysis and Approaches SL · 13 chapters

Trigonometric Functions
Trigonometric Equations and Identities
The Binomial Theorem
Introduction to Differential Calculus
Rules of Differentiation
Properties of Curves
Applications of Differentiation
Introduction to Integration
Definite Integrals
Kinematics
Bivariate Statistics
Discrete Random Variables
The Normal Distribution

DP 2: Analysis and Approaches HL · 20 chapters

Reasoning and Proof
Proof by Mathematical Induction
Systems of Linear Equations
Vectors
Lines and Planes in Space
Complex Numbers: Polar and Euler Forms
Limits and Continuity
Introduction to Differential Calculus
Rules of Differentiation
Properties of Curves
Applications of Differentiation
Introduction to Integration
Techniques of Integration
Definite Integrals: Areas and Volumes
Kinematics
Maclaurin Series
Differential Equations
Bivariate Statistics
Discrete Random Variables
Continuous Random Variables and the Normal Distribution

DP 2: Applications and Interpretation SL · 13 chapters

Bivariate Statistics
Quadratic Functions
Direct and Inverse Variation
Exponentials and Logarithms
Trigonometric Functions
Differentiation
Properties of Curves
Applications of Differentiation
Integration
Discrete Random Variables
The Normal Distribution
Hypothesis Testing
Voronoi Diagrams

DP 2: Applications and Interpretation HL · 23 chapters

Vectors
Vector Applications
Complex Numbers
Matrices
Eigenvalues and Eigenvectors
Markov Chains
Affine Transformations
Graph Theory
Voronoi Diagrams
Introduction to Differential Calculus
Rules of Differentiation
Properties of Curves
Applications of Differentiation
Integration
Areas and Volumes
Kinematics
Differential Equations
Coupled Differential Equations
Discrete Random Variables
The Normal Distribution
Estimation and Confidence Intervals
Hypothesis Testing
Chi-squared Tests