Solve the following equation:
I did it this way. Is it correct?
Thank you very much!
$\displaystyle 12^x$ is not the same as $\displaystyle 4*3^x$
You should solve it like this:
$\displaystyle 12^x=(3^x)(2^{x+7})$
But $\displaystyle 2^{x+7}=(2^x)(2^7)$
So you have
$\displaystyle 12^x=(3^x)(2^x)(2^7)=(6^x)(2^7)$
Can you solve that?
Let us know if you need more help!
Thank you sakonpure6 and Cesc1 for your guys help! I think i'll still need more assistance on how to solve the question. I've tried but im still not sure what to do after this step.
12^x=(6^x)(2^7)
How should i split 12^x to get a 6 and 2? Thank you!!