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Dan Pedoe (1910–1998) was an English-born mathematician and geometer with a career spanning more than sixty years. In the course of his life he wrote approximately fifty research and expository papers ...
We will simulate covering a surface with different patterns: triangles, quadrilaterals and hexagons. We will present the impossibility of mosaics with certain planar shapes.
Geometry is an essential parts of the game of billiards. Every shot in a pool game is based on forming perfect angles. This unit is purely theoretical. It probably won't turn you into a billiards cham ...
In this unit we will approach the study of the straight line in a plane considering thoroughly the necessary concepts to do so. We will be working with numerical and geometric elements to find algebra ...
Teaching sequence to study the concept of volume, three-dimensional co-ordinates and units. The five component teaching units work on the concept of volume through measurement and spatial representati ...
Artículo Wikipedia
Stefan or Stephan Cohn-Vossen (28 May 1902 – 25 June 1936) was a mathematician, now best known for his collaboration with David Hilbert on the 1932 book Anschauliche Geometrie, translated into English ...
Hipervinculo Matemáticas
You'll learn to classification of conics as defined by a quadratic polynomial equation, and basic concepts and equations of each conical base.
At the end of the theorical explanation, you can pract ...
You'll learn to determine angles and distances between the different elements of space (points, lines and planes).
Angle between two planes and between a straight line and a plane is a didactic con ...
You'll learn afine geometry concepts in space.
Relative positions of a straight line and a plane is a didactic content from Sangakoo. In this space you will find teaching materials for Mathematics ...
You'll learn the basic definitions of general polyhedrons and how to classify the different figures in space.
At the end of the theorical explanation, you can practice or create 5 exercises to mast ...
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