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Funciones exponenciales y logarítmicas

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Funciones exponenciales y logarítmicas

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¡Pondremos a prueba tus conocimientos sobre funciones exponenciales y logarítmicas! Adivina la palabra que falta en cada texto sobre sus gráficas y propiedades.

Created by

Mr frog
Mr frog
Colombia

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Funciones exponenciales y logarítmicas
 

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Funciones exponenciales y logarítmicasOnline version

¡Pondremos a prueba tus conocimientos sobre funciones exponenciales y logarítmicas! Adivina la palabra que falta en cada texto sobre sus gráficas y propiedades.

by Mr frog
1

Una función de la forma f ( x ) = b^x es una

2

El dominio de f ( x ) = b^x es el conjunto de los números , mientras que el rango es el intervalo ( 0 , + ? )

3

La función f ( x ) = b^x vista de izquierda a derecha si b > 1 , y desciende si 0

4

Una función de la forma f ( x ) = log x , donde a ? 0 y a ^f ( x ) = x , se conoce como

5

En la función logarítmica f ( x ) = \ log_a x , el eje Y es una asíntota de su gráfic a

6

Para todo valor a \ neq 0 , \ log_a 1 = 0 ; es decir , la intersección con el eje X de la función logarítmica es el punto ( , )

7

Las funciones de la forma f ( x ) = a . b^x , con a ? 0 , b > 0 y b ? 1 , son funciones exponenciales , cuyo es el conjunto de los números reales .

8

El recorrido de f ( x ) = a . b^x es el intervalo ( 0 , + ? ) si a > 0 , o el intervalo ( - ? , 0 ) si a < 0

9

El punto de corte de las funciones de la forma f ( x ) = a . b^x con el eje Y es el punto ( , )

10

Una función de la forma f ( x ) = log_a x , donde a ? 0 y a^ { f ( x ) } = x , se conoce como función

 
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