SOLUTION: Rewrite the expression 3 ln(4) - 2 ( ln(10) - ln(2) ) in the form ln(x), a single logarithm (no decimals, of course). How do you solve this?

Algebra ->  Logarithm Solvers, Trainers and Word Problems -> SOLUTION: Rewrite the expression 3 ln(4) - 2 ( ln(10) - ln(2) ) in the form ln(x), a single logarithm (no decimals, of course). How do you solve this?      Log On


   

Question 581034: Rewrite the expression 3 ln(4) - 2 ( ln(10) - ln(2) ) in the form ln(x), a single logarithm (no decimals, of course). How do you solve this?
Answer by lwsshak3(11628) About Me  (Show Source):
You can put this solution on YOUR website!
Rewrite the expression 3 ln(4) - 2 ( ln(10) - ln(2) ) in the form ln(x), a single logarithm (no decimals, of course). How do you solve this?
**
3 ln(4) - 2 ( ln(10) - ln(2) )
=ln(4^3)-2(ln(10/2))
=ln(4^3)-2ln(5)
=ln(4^3)-ln(5^2)
=ln(64/25)