Propiedades del Logaritmo

 

 

$\Large y=\log_b(x) "/>   Si y sólo si $\Large \log_b(1)=0$
$\Large \log_b(b)=1$
$\Large \log_b(x\times y)=\log_b(x)+\log_b(y)$
$\Large \log_b(\frac{x}{y})=\log_b(x)-\log_b(y)$
$\Large \log_b(x)^n=n\times\log_b(x)$
$\Large \log_b(x)=\log_b(c)\times \log_c(x)=\frac{\log_c(x)}{\log_c(b)}$

 

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