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Desafío de Límites de Funciones Cuadráticas

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Desafío de Límites de Funciones Cuadráticas

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About this activity

Pon a prueba tus habilidades con límites y funciones cuadráticas.

Created by

IVAN MANUEL VIERA FLORES
IVAN MANUEL VIERA FLORES
Ecuador

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Desafío de Límites de Funciones Cuadráticas
 

Desafío de Límites de Funciones CuadráticasOnline version

Pon a prueba tus habilidades con límites y funciones cuadráticas.

by IVAN MANUEL VIERA FLORES
1

Los límites de funciones cuadráticas se resuelven únicamente mediante derivadas.

2

La factorización ayuda a cancelar términos que causan indeterminaciones en límites de funciones cuadráticas.

3

La factorización puede facilitar la resolución de límites cuando hay indeterminaciones del tipo 0/0.

4

La sustitución directa es efectiva cuando la función no presenta raíces que anulen el denominador.

5

Para calcular límites de funciones cuadráticas, puedes usar sustitución directa cuando la función es continua en el punto.

6

La sustitución directa siempre funciona sin importar la forma de la función cuadrática.

7

La factorización solo se usa en funciones lineales, no en funciones cuadráticas.

8

Para límites de funciones cuadráticas, nunca es recomendable usar sustitución directa.

9

La factorización no es útil para resolver límites de funciones cuadráticas con indeterminaciones.

10

En un límite, si al sustituir directamente obtienes una forma indeterminada, puedes intentar factorizar la función.

 
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