# Bibliothèque de coursExplorez le manuel du futur

## École intermédiaire

### Euclidean Geometry

IntroductionEuclid’s AxiomsRuler and Compass Construction
Even More Constructions
Angles and Proofs
Origami and Paper Folding

### Transformations et symétrie

introductionTransformations rigides
Congruence
SymétrieGroupes de symétrie et fonds d&#39;écranSymétrie en physiqueDilatations
Similarité

### Triangles and Trigonometry

IntroductionProperties of Triangles
Midsegments and Similarity
Triangle CongruencePythagoras’ Theorem
Isosceles and Equilateral Triangles
TrigonometrySine and Cosine Rules

### Polygones et polyèdres

Filets et coupes
Prismes et pyramides
Mise à l&#39;échelle des formes et des solides
Solides platoniciens

## Lycée

### Cercles et Pi

introductionDegrés et radiansTangentes, accords et arcs
Les théorèmes du cercle
Polygones cycliques
Sphères, cônes et cylindresSections coniques

### Non-Euclidean Geometry

Spherical GeometryMap ProjectionsHyperbolic GeometryMetric SpacesTopology
Higher Dimensions

### Fractales

IntroductionLe triangle SierpinskiL&#39;ensemble Mandelbrot
Courbes de remplissage d&#39;espace

## École intermédiaire

### Sequences and Patterns

IntroductionArithmetic and Geometric SequencesFigurate Numbers
Sequences as Functions
Limits and Convergence

Introduction
Binomial Expressions
Projectile Motion
More Applications

## Lycée

### Exponential Functions

Carbon Dating
Exponential Growth and Decay
Comparing Models
Compound Interest
Population Dynamics

## École intermédiaire

### Probability

Introduction
Probability Trees and Venn Diagrams
Conditional Probability
The Monty Hall Problem
The Birthday Problem
True Randomness

### Statistics and Data

Casino Mathematics
Data Visualisation
Sampling and Estimation
The Wisdom of Crowds
Linear Models

### Combinatorics

FactorialsPermutationsCombinations

## Lycée

### Codes and Ciphers

Introduction
Binary Numbers
Error Detection
Secret Codes
The Enigma
Public Key Cryptography

### Game Theory

The Prisoners’ Dilemma
Cards, Coins and Dice
The Winning Move
Random Walks

### Chaos Theory

Introduction
Mathematical Billiard
The Three Body Problem
Phase Space and Strange Attractors
The Logistic Map