Question

log base 9 (9^(6)/27)

Answer 1

\[\log_{9}(9^6/27)=\]

Answer 2

I ended up with: \[\log_{9}(3^{15})\]

Answer 3

\[ \log_{9} \left( \frac{9^6}{27} \right) = \log_{9} \left( \frac{9^6}{3^3} \right)\]\[= \log_{9} \left(\frac{9^6}{9^{\frac{3}{2}}}\right)\]\[= \log_{9} \left( 9^{\frac{9}{2}} \right)\]\[= \frac{9}{2}\]

Answer 4

ohhhh ok I got it

Answer 5

Thank exraven!

Answer 6

thanks*