SOLUTION: log(2x)=2logx I believe this one is true. Am I right? Thank you.

SOLUTION: log(2x)=2logx I believe this one is true. Am I right? Thank you.

Algebra.Com

Question 33676: log(2x)=2logx I believe this one is true. Am I right? Thank you.
Answer by venugopalramana(3286) (Show Source): You can put this solution on YOUR website!
log(2x)=2logx I believe this one is true. Am I right? Thank you.
NO THE FORMULA IS LOG(A*B)=LOG(A)+LOG(B)
SO......LOG(2X)=LOG(2)+LOG(X)
RELATED QUESTIONS
log(x)^2=2logx This one is also true right? Thank you for you... (answered by stanbon,Nate)

log(x^2)=2logx This one is also true right? Thank you for you help. (answered by elephantsize)

log(10x)^2= 2+2logx Is this right? I need to know if it's true or false. Thank you for (answered by Prithwis)

(log x)^2=2log x I believe that this problem is true. Am I... (answered by mukhopadhyay)

log(10x)^2=2+2logx This one is false right? Thank you for helping... (answered by venugopalramana)

10^2logx=2x HELP I need to know if this is true or false. Does anyone know? Thank you (answered by Nate)

What is (log √x + 2log x) / log x^2 I tried this question and got {(1/2) log +... (answered by MathLover1)

e^lnx+lny=x+y. I believe this to be true but I am not sure. Am I... (answered by mukhopadhyay)

The half-life of Bismuth is 5 days. Then 75% of an original amount will cease to be... (answered by stanbon)