Question

4logx-6log(x+2)
turn into single log

Answer 1

solving part by part
\[4\log(x) = \log(x^4)\]
and \[6\log(x+2) = \log(x+2)^6\]
from the law of log, log(A)-log(B) = log(A/B)
So the above equation should be \[\log(x^4/(x+2)^6)\]

Answer 2

how do you solve it?