SOLUTION: 100=10 log(10^10 * x) I need to solve for x so I divided both sides by ten to get: 10= log(10^10 * x) What do I need to do next to solve for x?

Algebra ->  Logarithm Solvers, Trainers and Word Problems -> SOLUTION: 100=10 log(10^10 * x) I need to solve for x so I divided both sides by ten to get: 10= log(10^10 * x) What do I need to do next to solve for x?      Log On


   

Question 259642: 100=10 log(10^10 * x)
I need to solve for x so I divided both sides by ten to get:
10= log(10^10 * x)
What do I need to do next to solve for x?
Answer by Earlsdon(6294) About Me  (Show Source):
You can put this solution on YOUR website!
Ok:
10+=+log%2810%5E%2810x%29%29 Next, apply the power rule for logarithms:Log%5Bb%5D%28M%5Ep%29+=+pLog%5Bb%5D%28M%29, so...
10+=+10x%2Alog%2810%29 Substitute log%2810%29+=+1
10+=+10x Divide both sides by 10.
highlight%28x+=+1%29