SOLUTION: log(5x+1)-log(2x-1)=3

Question 420316: log(5x+1)-log(2x-1)=3
Answer by lwsshak3(11628) (Show Source): You can put this solution on YOUR website!
log(5x+1)-log(2x-1)=3
..
Using division property of logarithms,
log(5x+1)-log(2x-1)=3
log(5x+1)/(2x-1)=3
convert to exponential form:
10^3=(5x+1)/(2x-1)=1000
2000x-1000=5x+1
1995x=1001
ans:
x=1001/1995=.50175...

RELATED QUESTIONS
log(5x+1)=log(2x+3)+log2 (answered by mananth)

log5(2x-)+1=log... (answered by stanbon)

log(2x-1)=3 (answered by nerdybill)

log[2](log[2](log[3](2x-1)))=1 (answered by nerdybill)

log(2x-1) = log(x+3) +... (answered by jim_thompson5910)

Log(x-3) + log(2x + 1) =... (answered by nerdybill)

log(2x)-log(x-3)=1 (answered by edjones)

log 3... (answered by vleith,Alan3354)

log(1-2x)-2logx =... (answered by oscargut,ewatrrr)