How do you solve #-5 + 2 ln 3x = 5#?

1 Answer
Jul 2, 2016

Answer:

#x=e^5/3#

Explanation:

We have the equation #-5+2ln3x=5#

By adding 5 on both sides, we get #cancel2^1ln3x=cancel10^5#

Since it is "lan", the base will be #e#. So, by taking the base to remove the #ln#, we get
#3x=e^5#

You know what to do from here to get the answer.