Question

How do you solve `4log x - 6 log (x+2)`?

Answer 1

`\log({x^4}/{(x+2)^6})`

Explanation:

Given that

`4\logx-6\log(x+2)`

`=2(2\logx-3\log(x+2))`

`=2(\log(x^2)-\log(x+2)^3)`

`=2\log({x^2}/{(x+2)^3})`