Question

5. Using the properties of logarithms, rewrite ln (x^5).

Answer 1

Answer :

$:\implies\bf\:ln(x^5)=5ln(x)$

Additional Information :

$:\implies\sf\:ln(x)=2.303log(x)$

$:\implies\sf\:log(ab)=log(a)+log(b)$

$:\implies\sf\:ln(x^n)=2.303n\:log(x)$

$\:\implies\sf\:log(\dfrac{a}{b})=log(a)-log(b)$

$:\implies\sf\:ln(x)=n\:\rightarrow\:x=e^n$