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Desafío de Notables y Factores

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Desafío de Notables y Factores

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Algebra de notables y factorización

Created by

ANDRES SEBASTIAN OLIVO PEÑARANDA
ANDRES SEBASTIAN OLIVO PEÑARANDA
Ecuador

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Desafío de Notables y Factores
 

Desafío de Notables y FactoresOnline version

Algebra de notables y factorización

by ANDRES SEBASTIAN OLIVO PEÑARANDA
1

¿Cómo se expande (a+b)^2 en términos de a y b?

2

¿Qué factoriza a^2-9?

3

¿Cuál es (a-b)^2?

4

Factore x^2+6x+9

5

Expande (3x+5)^2

6

La regla (a+b)(a-b) equivale a

7

Factoriza x^2+4x-5

8

La expansión de (a+b)^3 es:

9

¿Cuál es la expansión de (a+b)^2?

10

¿Cómo se expande (a-b)^2?

11

Factoriza la diferencia de cuadrados: a^2 - b^2

12

Factoriza x^2+5x+6

13

Producto notable: (a+b)(a-b)

14

Expande (a+b)^3

15

Propiedad de potencias: (ab)^n = ?

16

Factoriza a^2+4a-5

17

Factoriza a^2-9

18

¿Cuál es la expansión de (a+b)^2?

19

Factoriza la diferencia de cuadrados a^2-b^2.

20

Expande (2x+3y)^2.

21

Qué factor común extrae de 6x^2+9x?

22

Factores de a^3 - b^3.

23

Factoriza x^2+4x+4.

24

Propiedad de exponentes: a^m·a^n = ?

25

Qué simplifica (x^2)^3?

26

Producto notable: (a+b)(a-b) corresponde a

Explicación

El cuadrado de una suma usa 2ab.

Producto de diferencias de cuadrados.

Se repite el término -2ab.

Completa el cuadrado perfecto.

El doble producto es 2·3x·5=30x.

Producto de suma por resta da diferencia de cuadrados.

Coeficientes que generan -5 y +4.

Cadenas de coeficientes 1-3-3-1.

 
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