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Froggy Jumps
Froggy Jumps

Funciones exponenciales y Funciones logarítmicas en el plano complejo

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Funciones exponenciales y Funciones logarítmicas en el plano complejo

Froggy Jumps

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Repasemos lo que aprendimos

Created by

Beatriz Estenia Flores de Escalante
Beatriz Estenia Flores de Escalante
El Salvador

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Funciones exponenciales y Funciones logarítmicas en el plano complejo
 

Froggy Jumps

Funciones exponenciales y Funciones logarítmicas en el plano complejoOnline version

Repasemos lo que aprendimos

by Beatriz Estenia Flores de Escalante
1

En la simulación moviendo z verticalmente, ¿qué figura se dibujó en el mapa de salida?

2

Si z se mueve horizontalmente, ¿en qué se transformó la recta?

3

Según analizamos la estructura de la función exponencial, ¿cuál es el componente responsable de que la gráfica rote y forme círculos?

4

¿Por qué decimos que la función exponencial enrolla el plano?

5

En la gráfica del Logaritmo, ¿cómo se llama la línea roja prohibida que hay que cruzar?

6

Al cruzar el corte de rama, ¿hacia dónde salta el valor de w?

7

Para que el Logaritmo sea una función válida, ¿qué tamaño tiene la franja de ángulo?

8

¿Cómo se llama la línea roja prohibida en la gráfica del logaritmo?

 
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