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Factorización y Racionalización: Verdadero o Falso

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Factorización y Racionalización: Verdadero o Falso

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Desafía tu comprensión de factorización y racionalización.

Created by

Chilig Alan
Chilig Alan
Ecuador

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Factorización y Racionalización: Verdadero o Falso
 

Factorización y Racionalización: Verdadero o FalsoOnline version

Desafía tu comprensión de factorización y racionalización.

by Chilig Alan
1

La factorización por agrupación requiere exactamente cuatro términos.

2

Si ax^2+bx+c no se puede factorizar con números enteros, entonces no se puede factorizar en absoluto.

3

Al racionalizar la fracción 1/(√a + √b), se multiplica por (√a - √b)/(√a - √b).

4

Todo polinomio de grado dos siempre se factoriza en reales.

5

Se utiliza el conjugado multiplicando por la suma de las raíces.

6

La racionalización elimina el denominador de todo tipo de fracciones.

7

La diferencia de cuadrados se factoriza como (a - b)(a + b).

8

La factorización por agrupación se aplica cuando se pueden agrupar términos para extraer un factor común.

9

La racionalización consiste en eliminar raíces del denominador multiplicando por una expresión equivalente.

10

Un polinomio de la forma x^2 + 5x + 6 se factoriza como (x + 2)(x + 3).

 
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