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Logaritmos sencillos

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Logaritmos sencillos

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Quiz de logaritmos simples

Created by

Pablo Andres Ramos Osorio
Pablo Andres Ramos Osorio
Guatemala

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Logaritmos sencillos
 

Logaritmos sencillosOnline version

Quiz de logaritmos simples

by Pablo Andres Ramos Osorio
1

¿Qué significa log10(100)?

2

Si log_b x = y, ¿qué ecuación equivale?

3

Con base 2, ¿log2(8) qué vale?

4

¿Qué dice log_b(1)?

5

¿Qué dice log_b(b^k)?

6

Cambio de base: log10(1000) = ?

7

El logaritmo natural usa base e; log_e(e^3)=?

8

Si log_5(125)=?

9

Si log_2(x)=4, ¿cuál es x?

10

¿Cuál es log_10(100)?

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Log10(100)=10^2, por lo que vale 2.

Por definición de logaritmo, la base elevada al resultado da el argumento.

2^3 = 8, así que el logaritmo es 3.

Cualquier base b elevada a 0 es 1.

La base elevada al resultado da b^k, así que el logaritmo es k.

10^3 = 1000, por tanto el logaritmo es 3.

e elevado a 3 da e^3, por tanto su logaritmo es 3.

125 = 5^3, por ello el logaritmo es 3.

2^4 = 16, así que x = 16.

10^2 = 100, por ello el logaritmo es 2.

 
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