chargers_999
New member
- Joined
- May 3, 2007
- Messages
- 5
I have gotten pretty far on this problem but I am having trouble towards the end. I can't use a calculator to prove it but i did anyway and found the answer to be 2, getting there is the problem
The original equation is:
((log(32)/log(27)+log(1/4)/log(27))((log(9)/log(2))
i simplified it to be
((log(8)/log(27))((log(9)/log(2))
then i made it
((log(2^3)/log(3^3))((log(3^2)/log(2))
from there i have no idea
Thank you,
Larry
The original equation is:
((log(32)/log(27)+log(1/4)/log(27))((log(9)/log(2))
i simplified it to be
((log(8)/log(27))((log(9)/log(2))
then i made it
((log(2^3)/log(3^3))((log(3^2)/log(2))
from there i have no idea
Thank you,
Larry