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Propiedades de los Números Naturales

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Conceptos clave de operaciones

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Propiedades de los Números Naturales
 

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Propiedades de los Números NaturalesOnline version

Conceptos clave de operaciones

by Cesar Ollarves
1

Los son los enteros no negativos que usamos para contar . La es una operación que une dos cantidades para obtener una tercera . La de la suma dice que a + b = b + a . La de la suma establece que ( a + b ) + c = a + ( b + c ) . El elemento neutro de la suma es 0 , porque a + 0 = a . Además , la relaciona la multiplicación y la suma : a· ( b + c ) = a·b + a·c .

2

La adición de números reales es y : a + b = b + a y ( a + b ) + c = a + ( b + c ) . El cero es el , ya que a + 0 = a . Además , cada número tiene un , - a , de modo que a + ( - a ) = 0 . Estas propiedades aseguran el en el conjunto de números reales , es decir , la suma de dos reales es otro real . También la suma respeta la jerarquía de orden y la linealidad en contextos básicos .

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