what would x be is 3logx=6

\(_3 log\ x=6\)

\(x=3^6\\ \\x=729\)

! Sorry, I wanted to answer the previous question.

Hi asinus, :))

3logx=6

\(3logx=6\\ logx=6/3\\ logx=2\\ 10^{logx}=10^2\\ x=10^2\\ x=100\\\)

BUT if you mean this --- which is asinus's interpretation, then his answer is perfect :)

\(log_3x=6\\ then\\ 3^{log_3x}=3^6\\ x=3^6\\ x=729\)

3log x = 6 divide both sides by 3

log x = 2 expoentially we have

10^2 = x = 100