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Factores y Métodos de Factorización

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Factores y Métodos de Factorización

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Factores comunes y agrupación, cuadrados

Created by

Alexander Gomez Hernandez
Alexander Gomez Hernandez
Costa Rica

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Factores y Métodos de Factorización
 

Factores y Métodos de FactorizaciónOnline version

Factores comunes y agrupación, cuadrados

by Alexander Gomez Hernandez
1

Si un polinomio no tiene factor común entre todos sus términos, no se puede factorizar.

2

Un trinomio cuadrado perfecto puede factorizarse como (a+b)^3 o (a-b)^3.

3

Los métodos combinados pueden implicar factor común y luego factorización de un resultado.

4

Todo trinomio de la forma ax^2+bx+c siempre se factoriza en productos de binomios lineales con coeficientes enteros.

5

Un polinomio solo se puede factorizar si tiene exactamente cuatro términos.

6

En la agrupación, se reorganizan términos para sacar factor común en pares.

7

Factorizar por agrupación siempre da exactamente dos factores lineales.

8

El factor común es el primer paso típico en factorización de expresiones algebraicas.

9

La agrupación se puede aplicar a expresiones de cuatro términos.

10

Un trinomio cuadrado perfecto tiene la forma a^2 ± 2ab + b^2 y se factoriza como (a±b)^2.

 
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