
SOLUTION: log4 (x)+log4 (x-6)=2 - Algebra Homework Help
Lessons Answers archive Click here to see ALL problems on logarithm Question 193652: log4 (x)+log4 (x-6)=2 Answer by nerdybill (7384) (Show Source):
SOLUTION: 2log5+log4 - Algebra Homework Help
Lessons Answers archive Click here to see ALL problems on Exponential-and-logarithmic-functions Question 19252: 2log5+log4 Answer by venugopalramana (3286) (Show Source):
SOLUTION: log4x+log4 (x-6)=2 - Algebra Homework Help
Lessons Answers archive Click here to see ALL problems on logarithm Question 478615: log4x+log4 (x-6)=2 Answer by lwsshak3 (11628) (Show Source):
SOLUTION: log4 (x+1)+ log4 (x-5)=2 - Algebra Homework Help
You can put this solution on YOUR website! log4 (x+1)+ log4 (x-5)=2 x = - 3 (ignore as this will result in a negative log value) You can do the check!! Send comments and thank-yous to D at …
SOLUTION: log4^24-log4^6 - Algebra Homework Help
Algebra -> Logarithm Solvers, Trainers and Word Problems -> SOLUTION: log4^24-log4^6 Log On
SOLUTION: Graph the function f (x) = log4 x. - Algebra Homework …
Question 92044: Graph the function f (x) = log4 x. Answer by Nate (3500) (Show Source):
SOLUTION: log4 (2)+log4 (32) - Algebra Homework Help
Algebra -> Logarithm Solvers, Trainers and Word Problems -> SOLUTION: log4 (2)+log4 (32) Log On
SOLUTION: Find the exact value of each expression. log4 (100)
You can put this solution on YOUR website! log4 (100) - log4 (32) - log4 (50) Using the Laws of Logarithms: Now, by the basic definition of logarithms: means So, means that Therefore, y = …
SOLUTION: (log4 (log4 x))=−2 - Algebra Homework Help
(log4 (log4 x))=−2 .. (log4 (log4 x))=−2 Definition of logarithm: The base raised to the logarithm of a number is equal to the number. To solve the given problem we will do it in two steps. In the …
SOLUTION: solve for x log4 (x-6)+log4x=2 log base 4 (x-6)+log …
Answers archive Click here to see ALL problems on logarithm Question 172610: solve for x log4 (x-6)+log4x=2 log base 4 (x-6)+log base 4 x=2 Answer by Electrified_Levi (103) (Show Source):