Answer:
[tex]3ln(x)+ln(x+1)[/tex]
Step-by-step explanation:
Expand
[tex]ln(x^3)(x+1)[/tex]
Apply log properties to expand the natural log
[tex]ln(mn)=ln(m)+ln(n)[/tex]
When the log terms are in multiplication then we break the terms and add it
use ln for each term
Apply the above property to break the terms
[tex]ln(x^3)(x+1)[/tex]
[tex]ln(x^3)+ln(x+1)[/tex]
Now move the exponent before ln
[tex]3ln(x)+ln(x+1)[/tex]
