Question

I will give a medal, since theres so many.. help if you can please
log base 5 + 5x
1+ log base 6 (x-1) = 1
-1 + logx=-1
log base 3 x = log base x 3 solve for x
which is greater, 1/3 of log base4 2 or .5 of log 10?
which is greater, 1/3 log base 2 (log base3 8.5) or .5log base 3 (log base2 8.5)

Answer 1

\[\log_5(5x)\]?

Answer 2

No, let me clarify. \[\log_{5} + 5x\]

Answer 3

\[1+\log_{6}(x-1)=1\]
\[-1+logx=-1\]
\[solve for x: \log_{3} x=\log_{x} 3\]
Which is greater \[(1/3) of \log_{4} 2\] or \[(.5) of \log10\]
solve for x: \[\log_{2}(\log_{2}x)=2\]
Which is greater, \[(1/3)\log_{2}(\log_{3}8.5)\] or \[.5\log_{3}(\log_{2}8.5)\]

Promise you I will give a medal!

Answer 4

heros good at this