SOLUTION: Please help me am struggling with logarithms: 1log5^x=log5^(x-1)
Algebra.Com
Question 971197: Please help me am struggling with logarithms: 1log5^x=log5^(x-1)
Answer by josgarithmetic(39621) (Show Source): You can put this solution on YOUR website!
The expression within each log function would be equal:
and here, the exponents would be equal because each member uses the same base.
and that is impossible.
NO SOLUTION
RELATED QUESTIONS
Please help me solve this problem
3^x+4=5^x-1
(x+4)log3=(x-1)log5... (answered by rapaljer)
Hello, I've been really struggling with logarithms.
Express as a single logarithm.... (answered by stanbon)
Please help! I am getting several different solutions. I am lost.
Use the properties of... (answered by scianci)
I am struggling with some of my Algebra problems. Could you please help me with this... (answered by jim_thompson5910)
I am struggling with these equations. Please help! :)
x/x^2-1 - x+3/x^2-x = -3/x^2+x
(answered by LinnW)
simplify fully : x+1/x-1 - x-1/x+1 - 4/x(squared)-1
please help me have been... (answered by lynnlo)
Good morning!... I need your important help. I am really struggling with this problem.... (answered by Alan3354)
I need help with solving this logarithmic equation
log5(x+1)+log5(x-1)=log5... (answered by jim_thompson5910)
Please help me solve this logarithm: log5 (2x^2 - 3x + 1) - log5 (x - 1) + log5 125 = 6.... (answered by MathLover1)