SOLUTION: 2log(x) - log(x^2) + log(2/x) + log(x) I tried to simplify as far as I could and came to: log2 (x) + log(x) I just want to know if this is the correct answer? If so, can

Algebra ->  Logarithm Solvers, Trainers and Word Problems -> SOLUTION: 2log(x) - log(x^2) + log(2/x) + log(x) I tried to simplify as far as I could and came to: log2 (x) + log(x) I just want to know if this is the correct answer? If so, can      Log On


   



Question 155526: 2log(x) - log(x^2) + log(2/x) + log(x)
I tried to simplify as far as I could and came to:
log2 (x) + log(x)
I just want to know if this is the correct answer? If so, can it be simplified anymore?

Answer by sim9739(6) About Me  (Show Source):
You can put this solution on YOUR website!
2log(x) - log(x^2) + log(2/x) + log(x)
= log(x^2) - log(x^2) + log(2/x) + log(x)
= log(x^2/x^2) + log(2/x * x)
= log 1 + log 2
= log 2