SOLUTION: Given that log^a (x)=3.58 and log^a (y)=4.79, find log^a(y/x).
Algebra.Com
Question 65662: Given that log^a (x)=3.58 and log^a (y)=4.79, find log^a(y/x).
Answer by Earlsdon(6294) (Show Source): You can put this solution on YOUR website!
Use the "quotient rule" for logarithms:
Applying this to your case:
=
RELATED QUESTIONS
Given that log a(x)=3.58 and log a(y)=4.79, find log... (answered by scott8148)
Given Log(x)=3, Log(y)=4 and Log(z)=10, Find... (answered by stanbon)
Given that log subscript a(x)=3.58 and log subscript a(y)=4.79, find log subscript... (answered by Nate)
Given that log lower case (x)=3.58 and log lower case a (y)=4.79, find log lower... (answered by stanbon)
write log(4(x^1/4))/log(y^3) as a sum, difference, and/or multiple of log 4, log x, and... (answered by jsmallt9)
How do i write these as a single logarithm?
1) (log 3 - log 4) - log 2
2) log 2 +... (answered by Boreal)
choose the expression equivalent to log(2x^3/y^4)
a (log 2 * log(x^3)/ 4 log y)
b... (answered by Alan3354)
Given that log a (x)=3.58 and log a (y)=4.79, find log a (y/x). Thank you for any... (answered by fractalier)
Given that log x = 3.7 and log y = 3, evaluate
log (x^2 y^3)
(answered by Theo)