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Criterios para determinar el límite de sucesiones numéricas.

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Permite reforzar conocimientos, promover el razonamiento matemático y evaluar de forma dinámica el aprendizaje.

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Criterios para determinar el límite de sucesiones numéricas.
 

Criterios para determinar el límite de sucesiones numéricas.Online version

Permite reforzar conocimientos, promover el razonamiento matemático y evaluar de forma dinámica el aprendizaje.

by Gabriela Lisbeth Vasquez Garcia
1

1. ¿Qué es una sucesión?

2

¿Qué significa que una sucesión tenga un límite cuando n→∞?

3

Si se cumple que ∣f(x)−L∣<ε para un ε>0, ¿qué significa esta desigualdad?

4

¿Cuál es el límite de la sucesión 1/n cuando n→∞?

5

Calcula el lim​ x→4 (4x−5)

6

¿Qué condición debe cumplirse en el Teorema del Sandwich?

7

El criterio de Stolz se utiliza cuando:

8

Calcula: lim 𝑛→∞ 1+2+⋯+𝑛/𝑛^2 ​

9

¿Por qué 𝑥^2 sin (1/𝑥) tiende a 0?

10

En el ejemplo 𝑓(𝑥)=3𝑥−7, si ε = 0.3, entonces δ es:

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