Question

log (x+4) = log x + log 4

Answer 1

I got up to \[x/4 +1 =x\]

Answer 2

Can you combine the logs on the right side?

Answer 3

I already did. Everything condenses to \[\log (x+4 / 4x) =0\]

Answer 4

\(\log (x + 4) = \log x + \log 4\)

\(\log (x + 4) = \log 4x\)

\(4x = x + 4\)

Answer 5

Oh wow, that looks easier...

Answer 6

What do I do after?

Answer 7

Subtract x from both sides.