Question

Solve for x: log(x^6)=log(x)^2
Note that there are 2 solutions. A & B where A 13 years ago

Answer 1

e^6

Answer 2

use this:
\(\huge log b^n=nlogb\)

Answer 3

\[
\log{x^6}=(\log{x})^2\\
6\log x=\log{x}\log{x}\\
6=\log{x}\\
x=10^6
\]This presumes that this is the common logarithm.

Answer 4

i assumed that it is in e base