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Reto de Límites Algebraicos

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Reto de Límites Algebraicos

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Límites con técnicas de factorización

Created by

Matemáticas para la economía
Matemáticas para la economía
Ecuador

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Reto de Límites Algebraicos
 

Reto de Límites AlgebraicosOnline version

Límites con técnicas de factorización

by Matemáticas para la economía
1

Pistas

Si simplificas la fracción, ¿qué queda cuando x ≠ 1?

Intenta factorizar el numerador.

Observa que al sustituir directamente x = 1 el denominador se hace 0.

2

Pistas

3) Sustituye x=0 en la expresión simplificada.

2) Observa la diferencia de cuadrados en el numerador.

1) Realiza la racionalización multiplicando por (1+√(x+1))/(1+√(x+1)).

3

Pistas

3) Sustituye x por -3 en (x-3).

2) Simplifica cancelando (x+3).

1) Factoriza como (x-3)(x+3).

4

Pistas

Factoriza el numerador

Simplifica factores comunes entre numerador y denominador

Calcula nuevamente el límite de la función

 
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