Question

Simplify the expression: 3 log 3 (6x – 4)

Answer 1

3 log 3 (6x – 4) = 18 x log(3)-12 log(3)
= 6 (3 x-2) log(3)

Answer 2

Is it a \[3\log_{3}(6x-4) \]

Answer 3

no

Answer 4

Is the base of the log given? Or just an empty space at where the base should be?

Answer 5

just an empty space. OK how about solving for if it's log to base 3 as well? :)

Answer 6

If it's empty then it means a
\[log_{10}\]
So I'm thinking if the simplification can be
\[lg 27+ lg(6x-4)^{3}\]
Note:
\[lg = log_{10}\]

Answer 7

OK how about solving for if it's log to base 3 as well? :)

Answer 8

Then it'll involve change of base... Great... Suddenly forgot how to solve that... I know but I'm not sure if it's correct

Answer 9

any one to help me solve \[3\log _{3}(6x-4)\]?