Question

solve log (base 3) (5x-2)= 4

Answer 1

\[\log_3 ( 5x -2) = 4\]
\[5x -2 = 3^4\]
Can u solve now?

Answer 2

the property i used,
\[\Large \log_a b = c \to b = a^c\]

Answer 3

how do you get rid of the log base 3 again..

Answer 4

It's a rule - i dont remember it's name though. i can google if u want.
but we change it the i showed in my 2nd comment.

Answer 5

yeah ill look it up.. i just wanna know how to get rid of the log. I just cant remember how.. :/

Answer 6

It's just like this:
\[\large \log_a b = c \to b = a^c\]or,
\(\log_e 2 = 2\) can be written as \(2= e^2\)

Answer 7

ok