The metric geometry is based on the well-known theorem of Pythagoras, to set the metric relationship between the sides of a right triangle.
The concept of the Euclidean space as it adopts in its definition of distance, and geometric relations derived are paramount.
A recurring job type blogs that have developed my students has been the search for and identification of the geometry in all aspects of their daily life, realizing the significance of it.
Conic curves studied in metric geometry section have a high interest in aeronautical engineering studies, and that help describe the trajectories of the bodies under the laws of gravity. Sin embargo, as clearly excel in their jobs, are not the only field of application. The short article that follows, performed by the student group calling itself “The Maze Angle” is a sample of these concerns in relation to the everyday.
One of the first concepts we address in the geometry classes is to restrictions and degrees of freedom of a geometric figure. It allows us to quantify the complexity of it and the possible way for determining geometric problems. Mis alumnos han interiorizado este concepto y en sus blogs es un… (leer más)
One of the most important theorems of geometry is the statement by Thales of Miletus. Along with the Pythagorean theorem establishes the fundamentals of axiomatic geometry and projective metrics.
The geometry is shown in the elements of nature. Everyday forms can be described in simple geometric graphical models. We live by both the geometry on a daily basis without giving too much attention.
My students have reflected on this and we have presented some examples of their work, like this short article you are looking spirals in our environment
Geometric shapes are categorized.
From a viewpoint parametric, the category of a geometric shape is the number of variables or data necessary for referencing an element thereof.
An axiomatic logical system of the definition of a small number of basic elements that are related by a set of rules. Applying these rules to infer properties or theorems which in turn are useful for generating new properties.
A new work of my students geometry that provides other visions of its use in society.
We have seen a first program called “DrawWorld” we introduced the JAVA programming oriented graphics. Veamos como modificar este programa elemental para generar un fractal recursivo básico: From Sierpinski triangle. (View as generating a recursive fractal) Es un fractal que se construye de forma recursiva a partir de un triángulo… (leer más)
The pentagons are five-sided polygonal shapes. In case be regular, the length of these is the same for all of them. The pentagon has five vertices, and in the case of regular we differentiate between “convex” y los estrellados. Un pentágono regular es aquél que tiene todos sus lados iguales y… (leer más)
Mens sana in corpore sano, and healthier the sport and a restless mind. My students enjoy both qualities and do not hesitate to relate by geometry applied to the design of equipment for sports. En esta entrada publicada en sus blogs tenemos un ejemplo de la aplicación de la geometría al estudio de la… (leer más)
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