Question

how to do this problem ? please help:

Answer 1

\[(1/2) \log[9](x)=3\log[9](5)\]

Answer 2

Is it to find the value of x?
\[ {1 \over 2 } \log_9 x = 3 \log_9 5\]

Answer 3

hint, log properties of exponents

Answer 4

yes it is to find the value of x

Answer 5

do you know the log properties?

Answer 6

use this property of log
\[ a\log_x b = \log_xb^a\]

Answer 7

once you get rid of 'a' at the front,
\[ \log_9 x = \log_9 y \implies x = y\]
Then find the value of x.

Answer 8

thank you'll

Answer 9

welome :D