Question

\[\log _{6}1/\sqrt{6}\] help me ???

Answer 1

log 1 - log sqrt 6

Answer 2

\[\log _{1}-\log ^{6}\] like this ???

Answer 3

no,
log (a/b) = log a =log b
so\[\log_{6}\frac{1}{\sqrt{6}} = \log_6 1 - \log_{6} \sqrt{6}\]

Answer 4

whoops sorry, there is an easier way to do this.

Answer 5

Recall that
\[\sqrt{6} = 6^{1/2}\]
so you can simplify more...

Answer 6

\[\log_{6}\frac{1}{\sqrt{6}} = \log_{6} 6^{\frac{-1}{2}}\]

Answer 7

\[= \frac{-1}{2}\log_66 = -1/2\]

Answer 8

so the last comment is the answer??? or just the -1/2

Answer 9

\[\log_nn=1\]