Бібліотека курсів
Дослідіть підручник майбутнього

Геометрія Числа та алгебра Ймовірність і застосування

Середня школа

Euclidean Geometry

Introduction Euclid’s Axioms Ruler and Compass Construction

Even More Constructions

Angles and Proofs

Origami and Paper Folding

Transformations and Symmetry

Introduction Rigid Transformations

Congruence

Symmetry Symmetry Groups and Wallpapers Symmetry in Physics Dilations

Similarity

Triangles and Trigonometry

Introduction Properties of Triangles

Midsegments and Similarity

Triangle Congruence Pythagoras’ Theorem

Isosceles and Equilateral Triangles

Trigonometry Sine and Cosine Rules

Polygons and Polyhedra

Polygons Quadrilaterals Tessellations Polyhedra

Nets and Cross Sections

Platonic Solids

Вища школа

Circles and Pi

Introduction Degrees and Radians Tangents, Chords and Arcs

The Circle Theorems

Cyclic Polygons

Spheres, Cones and Cylinders Conic Sections

Non-Euclidean Geometry

Spherical Geometry Map Projections Hyperbolic Geometry Metric Spaces Topology

Higher Dimensions

Fractals

Introduction The Sierpinski Triangle The Mandelbrot Set

Space Filling Curves