## Who developed the descriptive geometry?

Although preceded by the publication of related material and followed by an extensive development, the book Géométrie descriptive (1798) by Gaspard Monge, an 18th-century French mathematician, is regarded as the first exposition of descriptive geometry and the formalization of orthographic projection.

**What is descriptive geometry used for?**

Descriptive geometry is the branch of geometry which allows the representation of three-dimensional objects in two dimensions by using a specific set of procedures. The resulting techniques are important for engineering, architecture, design and in art.

**Why study descriptive geometry?**

From the very first, Descriptive Geometry is a method to study 3D geometry through 2D images thus offering insight into structure and metrical properties of spatial objects, processes and principles. The education in Descriptive Geometry provides a training of the students’ intellectual capability of space perception.

### What is Monge projection?

Monge’s method (two picture protocol) – It can be a projection of a truncated three-sided pyramid, in the case of a central projection, or a three-sided prism, in the case of a parallel projection. – It can be a triangle. – There are also some other more complicated possibilities.

**What is descriptive geometry in architecture?**

1 Introduction. Descriptive geometry is a section of geometry in which different methods of three- dimensional representation of objects on a flat surface are studied. It is one of the main disciplines in professional training of an architect.

**What is known as perspective geometry?**

Geometric perspective is a drawing method by which it is possible to depict a three-dimensional form as a two-dimensional image that closely resembles the scene as visualized by the human eye.

## What is the relationship between descriptive geometry and architecture?

Descriptive geometry is a section of geometry in which different methods of three- dimensional representation of objects on a flat surface are studied. It is one of the main disciplines in professional training of an architect.

**What is Monge method?**

Monge and is known as Monge’s Method. This method involves the reduction of equation. into an equivalent system of two equations, from. these two equations, we find the values of bora. or both.

**Why is descriptive geometry important in architecture?**

Teaching descriptive geometry is a fundamental graphic training of students-architects, providing the basic professional level of graphic knowledge and skills.

### Who discovered Euclidean geometry?

mathematician Euclid

Euclidean geometry, the study of plane and solid figures on the basis of axioms and theorems employed by the Greek mathematician Euclid (c. 300 bce).

**¿Qué es la geometría de Euclides?**

La geometría de Euclides, además de ser un poderoso instrumento de razonamiento deductivo, ha sido extremadamente útil en muchos campos del conocimiento; por ejemplo, en la física, la astronomía, la química y diversas ingenierías. Desde luego, es muy útil en las matemáticas.

**¿Cuál es la biografía de Euclides?**

Biografía. Su vida es poco conocida, salvo que vivió en Alejandría (ciudad situada al norte de Egipto) durante el reinado de Ptolomeo I. Ciertos autores árabes afirman que Euclides nació en Tiro y vivió en Damasco. Era hijo de Naucrates y se barajan tres hipótesis: Euclides fue un matemático histórico que escribió los Elementos y otras obras

## ¿Cuáles son las datas de Euclides?

Las Data ( Δεδομένα) es la única otra obra de Euclides que trata de geometría y de la cual se posee una versión en griego (está, por ejemplo, en el manuscrito del X descubierto por Peyrard).

**¿Cuál es el formato de la geometría euclidiana?**

La presentación tradicional de la geometría euclidiana se hace en un formato axiomático, en el que todos los teoremas («declaraciones verdaderas») derivan de un pequeño número de axiomas.