SOLUTION: Log 2 = r log 3 = s log 5 = t which algebraic expression represents log 75
Algebra.Com
Question 1078192: Log 2 = r log 3 = s log 5 = t which algebraic expression represents log 75
Answer by stanbon(75887) (Show Source): You can put this solution on YOUR website!
Log 2 = r log 3 = s log 5 = t which algebraic expression represents log 75
----
log(75) = log(25*3) = log(25)+log(3) = 2log(5)+log(3) = 2t+s
---------
Cheers,
Stan H.
------------
RELATED QUESTIONS
log r - log t + 2 log s (answered by jim_thompson5910)
If log(2) = r, log(5) = s, and log(6) = t,
find log({{{5/3}}}) in terms of r,s, and/or (answered by Edwin McCravy)
2 log 3 + log 5 - log... (answered by edjones,Alan3354)
solve for S:
log(5+r) =... (answered by lwsshak3)
From the formula A=P(1 + r)x
P represents amount of money invested
r represents rate... (answered by MathLover1)
how do I solve this problem:
(1/2)log r+ (1/3)log s- (1/4)log t
(answered by stanbon)
log (6x + 5) - log 3 = log 2 - log x
(answered by rapaljer,arunpaul)
given that log 3 a=r and log 5 a=t. find log a... (answered by Alan3354)
2 log r - log q + 3 log... (answered by solver91311)