SOLUTION: If log8 (little 8)M= log5 (little 5)7/log5(little 5)8, then M = ?
Algebra.Com
Question 35346: If log8 (little 8)M= log5 (little 5)7/log5(little 5)8, then M = ?
Answer by DavidChandler(2) (Show Source): You can put this solution on YOUR website!
I read this as (ignore the extra dots)
If you know the base conversion rule: , then you can see by inspection that in our problem that b = 8, a = 5, and M = 7.
RELATED QUESTIONS
If log 8 (little 8)M = log 5(little 5) 7/log 5(little 5)8, then M =... (answered by rapaljer)
5^log5^8 (answered by lynnlo)
I need help with writing a single logarithm
3log5 x + log5(x+1)- log5 4
All the 5 (answered by NAMath)
how do you solve equations that have different logs: log5(x-4) = log7x, solve for x
The... (answered by narayaba)
Solve the logarithmic equation for x.
log5 6 + log5 x = log5 8 + log5(x −... (answered by stanbon,MathLover1)
Log5(7+x)+log5(8-x)-log5(2)=2 (answered by josmiceli)
Please help! I've been show the rules, but I don't know how to apply them, could you... (answered by Earlsdon)
log5 125 + log5 5 =
(answered by ikleyn)
log5(3x+7) + log5(x-5)=... (answered by LinnW,MathTherapy)