SOLUTION: I need to find log a 75
With the given values of log a 2= 0.431 and
log a 8= 1.292
The problem should read as logarithm of 75 with a base of (a)
Algebra.Com
Question 318571: I need to find log a 75
With the given values of log a 2= 0.431 and
log a 8= 1.292
The problem should read as logarithm of 75 with a base of (a)
Answer by scott8148(6628) (Show Source): You can put this solution on YOUR website!
a^1.292 = 8
log(a) = [log(8)]/1.292 = 0.699
a = 5
5^x = 75
x [log(5)] = log(75) ___ x = 2.683
loga(75) = 2.683
RELATED QUESTIONS
I need to find log a 0.25 with the given values of log a 2=0.431 and log a... (answered by Fombitz,Edwin McCravy)
I need to find just: a
With the given values of log a 2=0.431 and
log a... (answered by Fombitz)
I need to find the exact value of {{{log(a,b^2/c^3)}}}, given that {{{log(a,b)}}} = 8 and (answered by chriswen)
How to find value log log(40) when I am given the values of log(2) and log(5) in the... (answered by fractalier)
Can someone help with this problem
Express as a single logarithm:
log a + log 1 - 2 log (answered by vertciel)
I've been working on a problem but can't seem to find the solution to write as a single... (answered by adamchapman)
Hi. I need assistance with this LOG problem. I got this far: log((w+8)/(w-5)) Thank you!
(answered by josmiceli)
Rewrite the expression as a single logarithm.
1/2 [log(x) + log(y)] -... (answered by ikleyn)
Use the properties of logarithms and the values below to find the logarithm indicated.... (answered by lwsshak3)