SOLUTION: log(x+8)+ log(x-1)=1 not quite sure how to do this. My guess is to distribute the log then solve for x.

Algebra.Com
Question 166760: log(x+8)+ log(x-1)=1
not quite sure how to do this. My guess is to distribute the log then solve for x.

Answer by vleith(2983)   (Show Source): You can put this solution on YOUR website!






x=-9 or x=2
Sub back into the original equation to find the value(s) that work
Log of a negative number is not defined, so only x=2 works

RELATED QUESTIONS

Hi, this is my second time asking a question....both were on logarithms :( Solve for... (answered by Alan3354,MathTherapy)
6^(3x-1)=7^(x+1) I have tried logging both sides and then moving the exponents in front... (answered by ankor@dixie-net.com)
log(x^2-x-5)= 0 I canot figure out the way to solve this. I looked at the example in... (answered by nerdybill)
Solve the equation. Round to 2 decimal places if needed. log(x)+log(3x-1)=1 I... (answered by ewatrrr)
I don't even know where to start with this one, looking for help Solve for x 27.)... (answered by ankor@dixie-net.com)
Can you help me solve this log for x? log base 2 of(x+1) - log base 2 of x= log base 2... (answered by ewatrrr)
solve for x x= 6/8 (log(base6) sqrt(108) - 1 log(base6) (2/sqrt(3))+ 2 log (base6) 9 + (answered by mananth)
This question has been bothering me for quite a while now. 4 x 5^(X+2) = 5 x 4^(2X) (answered by stanbon)
I am trying to solve for x in the equation: log(log base x 10)=1 I have tried to convert (answered by lwsshak3)