SOLUTION: log^a 5 + log^a 10 / log^a 20
Algebra.Com
Question 278764: log^a 5 + log^a 10 / log^a 20
Answer by jsmallt9(3758) (Show Source): You can put this solution on YOUR website!
What does "log^" mean? Usually "^" is used to indicate exponentiation. Is the logarithm being raised to the "a" power? Or do you want to indicate the base of the logarithm? For bases of logarithms please:- use English like "base a log of 5", or
- type:
- Three left braces, "{"
- log(base, (argument))
- Three right braces, "}"
For example "base a log of 5" would be written as three left braces followed by log(a, (5)) followed by three right braces. And the Algebra.com's software would make it look like:
Also, please put parentheses around numerators and denominators. They way you posted, it is impossible to tell if the expression is a log + a fraction of logs or one big fraction of logs.
Please repost your question so it can be understood.
RELATED QUESTIONS
Log A = Log 2700 + 5 Log 11 - 5 Log... (answered by Fombitz)
Write this expression in a single logarithm log 2 + log 5:
a. log 2.5
b. log 10
c.... (answered by MathLover1)
Log{log(a)^n}=? (answered by stanbon)
Given that log[a]5=0.8271 and log[a]20=1.5395 fing... (answered by Edwin McCravy)
given that log[a]5=0.8271 and log[a]20=1.5395 fing... (answered by mickclns)
log 20 + log... (answered by ikleyn)
5 (log A + log B) - 2 log... (answered by user_dude2008,stanbon)
Log... (answered by mouk)
If log-a 4=1.386, log-a 5=1.609, and log-a 6=1.792 find the following:
log-a 2/3... (answered by ClassPad,algebrahelp101)