The concept of function began to take shape in the 17th century and with Descartes Newton and Euler. Previously it was thought that an expression involving two variables and its main condition was that it should be analytic. ...

This educational resource defines the maximum common divisor as two or more integers to the greatest integer that divides them without leaving any residue on any number. Also define minimum common multiple as two prime ...

This educational resource speaks of linear congruences as an ax b equation (mod m) where ax b has to be a multiple of m so x will be our solutions. The goal is to find the solutions of x as if it were a first degree equation. ...

This educational resource talks about Peano’s fifth axiom which says If 1 belongs to a set, and given any natural number, the successor of that number also belongs to that set, then all natural numbers belong to that set. ...

This educational resource talks about the concept of division and divisibility algorithm and its properties state that in the first instance you have two integers one of them is going to be greater than 0 given these two ...

We can say that the formal system was one of the most outstanding results obtained with the crisis of mathematics in 1900. In relation to those years mathematics began to be based on more solid foundations, but in spite ...

La historia de la matemática la podemos estudiar de diferentes maneras y cada enfoque aporta sus propias ventajas, se puede estudiar a través de una linea de tiempo continua, de los personajes que la han desarrollado o por ...

Este recurso educativo habla acerca de los axiomas de Peano y la construcción del conjunto de los números naturales. Los axiomas de Peano no se ocupan del significado de "número natural", sino que lo suponen y pretenden ...

La mayoría de autores en matemáticas coinciden en decir que la historia de las matemáticas se dividen en cuatro grandes periodos, nacimiento de las matemáticas, matemáticas elementales, formación de las magnitudes variables ...

This educational resource speaks that congruence is an equivalence relation as such establishes over the set on which the integers are defined a partition and therefore divides the whole set N into four equivalence classes ...