SOLUTION: Solve the logarithmic equation: logbase6(x) + logbase6(x+5) = 2
Algebra.Com
Question 846717: Solve the logarithmic equation: logbase6(x) + logbase6(x+5) = 2
Answer by Fombitz(32388) (Show Source): You can put this solution on YOUR website!
Two possible solutions:
Not a solution, log of negative number is undefined.
RELATED QUESTIONS
Solve the equation.
logbase6(x − 5) + logbase6(x) = 2
I know you can bring them (answered by stanbon)
Logbase6... (answered by greenestamps)
Solve :
a) 2logbase6 x - logbase6 4=logbase6(x-1)
b) 4^(1-x)=3*5^x
(answered by edjones)
simplify the expression: logbase6... (answered by Alan3354)
Solve for X:
logbase6 of X + logbase6 of(3x-5)= logbase6 of 2
(by logbase6of..i... (answered by mamiya)
Solve for x.
A). log(5x)-log(x+1)=4
B). -logbase6(4x+7)+logbase6(x)=1
(answered by stanbon)
Logbase6(4x+8)=logbase6(4x+5) (answered by tommyt3rd)
Solve: logbase3(logbasex(logbase4 16)) = 1
Solve: 6^2logbase6 X + logbase6 X =125... (answered by stanbon)
Solve: logbase4(3x^2-2x)=logbase6 36 I think the answer is... (answered by josmiceli)