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Función Exponencial

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Función Exponencial

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About this activity

Resolver las funciones exponenciales

Created by

Klever Toledo
Klever Toledo
Ecuador

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Función Exponencial
 

Función ExponencialOnline version

Resolver las funciones exponenciales

by Klever Toledo
QR
1

X es la variable

2

Porque a no puede ser cero

3

Cuando a es igual a 1 nos da

4

Cuando la base es el número de Euler (e) la función exponencial se le conoce como:

5

Cuando la base es el numero 10 la función exponencial se le conoce como:

6

Cuando en la función exponencial a es mayor que 1 la función es

7

La función es decreciente cuando

8

Existen 2 formas de resolver una función exponencial y estas son:

Explicación

Independiente ya que del valor que tome x va a depender el valor que tenga y

Cuando tenemos una división para cero siempre vamos a tener un valor no definido

Una función constante ya que tome el valor que tome x, y siempre va a ser igual a 1 y se mantiene constante.

El número de Euler es un numero natural por lo que se le conoce como de base natural

Se considera de base decimal en vista que al dividir solo se recorre la coma y formamos el decimal

Es creciente siempre que a sea mayor que 1

Cuando el valor de a es mayor que cero y menor que 1

Analítica o algebraica y la gráfica son los dos métodos de solución de las funciones exponenciales

 
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