Question

Challenge!

Answer 1

\[Log_4(x^2)=2^{Log(x)}\]

Answer 2

what about it

Answer 3

solve for x.

Answer 4

whats the big deal

Answer 5

Do it then.

Answer 6

\[Log_4(x^2)=2^{Log(x)}=\frac{logx^2}{\log4}=2^{\log x}\]
\[{\log(x^2-4)}=2^{\log x}\]
can u do now?

Answer 7

I know how to do, it's a challenge.

Answer 8

What I don't know is this,
http://openstudy.com/study#/updates/529613bbe4b0ec64e3aeab91

Answer 9

\[{\log(x^2-4)}=2^{\log x}=>x^2-4=e^{2^{\log x}}\]