SOLUTION: log(x) + log(2x) = 10
Im really confused on this question. Ive been trying this:
log(x(2x))=10
log(2x-x^2)=10
but after that im not sure what to do next. Any help would
Algebra ->
Logarithm Solvers, Trainers and Word Problems
-> SOLUTION: log(x) + log(2x) = 10
Im really confused on this question. Ive been trying this:
log(x(2x))=10
log(2x-x^2)=10
but after that im not sure what to do next. Any help would
Log On
Question 155529: log(x) + log(2x) = 10
Im really confused on this question. Ive been trying this:
log(x(2x))=10
log(2x-x^2)=10
but after that im not sure what to do next. Any help would be great. Thank you!! Answer by Earlsdon(6294) (Show Source):
You can put this solution on YOUR website! Solve for x: Apply the "product rule" for logarithms. Simplify the left side. Apply the power rule for logarithms. Divide both sides by 2. Convert to the equivalent exponential form:--->, so... Divide both sides by 2.
(