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Desafío: Agrupación de Términos

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Desafío: Agrupación de Términos

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Factoring por agrupación: ¿cierto o falso?

Created by

EVELYN ARACELY ACOSTA SHAMBI
EVELYN ARACELY ACOSTA SHAMBI
Ecuador

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Desafío: Agrupación de Términos
 

Desafío: Agrupación de TérminosOnline version

Factoring por agrupación: ¿cierto o falso?

by EVELYN ARACELY ACOSTA SHAMBI
1

La técnica requiere que los coeficientes sean todos enteros.

2

La factorización por agrupación siempre reduce a un único monomio.

3

Se agrupan términos en pares y se factoriza el factor común de cada par.

4

Solo se puede aplicar a polinomios con cuatro términos.

5

La técnica funciona cuando se pueden reacomodar términos para formar dos factores comunes.

6

Ejemplo típico: ax+ay+bx+by = a(x+y) + b(x+y) = (a+b)(x+y).

7

No es necesario buscar pares con factor común para agrupar.

8

Después de agrupar, se busca factor común en cada par para factorizar.

9

El resultado de la agrupación nunca es una multiplicación de dos binomios.

10

En polinomios de cuatro términos, la agrupación puede conducir a una expresión factorizada de dos binomios.

 
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