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About this activity

Trabajo de recuperación

Created by

Anderson León
Anderson León
Ecuador

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AnderosnOnline version

Trabajo de recuperación

by Anderson León
1

El logaritmo de log↓a igual a 1

2

Si ambas bases de ecuación exponencial se puede casa de la manera se cancela base

3

Está función está bien o mal si está bien pon si y si está mal pon no f(x) = \log(-x)

4

La gráfica de f(x)=log(x) corta al eje y

5

La función logarítmica f(x)=log(x) está definida solo para x←0

6

En una ecuación exponencial, la variable está en el exponente

7

En una ecuación exponencial, la variable siempre está en la base

8

Para resolver 2^2x=8 , hacemos el cambio

9

Para resolver 2^x+1=12 , hacemos el cambio y=2^x

10

Para resolver 3^2X+3^x-12=0 , hacemos el cambio de variable y=2X

11

Está bien está funcionando logarítmica X=log(20)

12

Log↓a(xy)=log↓a(x)+log↓a(y)

13

Log↓a(0)=1

14

Log↓a(a^x)=x+1

15

Log↓a(a)=1

16

Log↓a(1)=0

17

f(x)=log3(-5)

18

f(x)=In(x-1)

19

f(x)=log2(-8)

20

f(x)=log5(0)

 
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