SOLUTION: I am having a problem getting the equivalent decimal to the following problem.
(10)^x-6^2-x=0
I determined x= 2 log 6/log10+log6
However what is the decimal of this equation.
P
Algebra.Com
Question 882454:  I am having a problem getting the equivalent decimal to the following problem.
(10)^x-6^2-x=0
I determined x= 2 log 6/log10+log6
However what is the decimal of this equation.
Please help
Thank you 
Answer by ewatrrr(24785)   (Show Source): You can put this solution on YOUR website!
 IF
 xlog10 = (2-x)log6
 xlog10 +  xlog6 = 2log6
       x = 2log6/(log10+log6) = .8752 Using Calculator
  
RELATED QUESTIONS
How do I solve this problem? What am I supposed to do with the numbers in parenthesis?... (answered by lwsshak3)
I am having a problem solving this problem, #33 in Dr Rapalje's book, "Stepping through... (answered by stanbon)
I am having a problem with this problem, 
Find the x-intercepts
Y=x^2+x-6
Thanks a  (answered by stanbon,jim_thompson5910)
I am having trouble getting the correct answer to this problem. The problem is
1/x+3 =  (answered by unlockmath,mananth)
I am having problem answering these questions.  Please kindly help me.
 1: For what... (answered by stanbon)
hi i have a question about a Logarithm problem
log(x-6)-log(x-2)=log x/5
i... (answered by Alan3354)
Tutor, 
I am having problems getting the correct sign.  I would appreciate your help... (answered by Earlsdon)
I am having a hard time graphing this type of problem.  I have the following:
(x +... (answered by lwsshak3)
{{{log10(x-6) + log10 (x-6) = 2... (answered by stanbon)