Logarithms - where does the coefficients come from

weeman203
Messages
5
Reaction score
0
for example
3 log (base5) 2 - (1/2)log (base5) 9

how would someone come to work this out
i know that you are suppose to divide the 2nd part by the 1st
but I am not sure where does the coefficients come in
would that mean you multpily the coefficients
 
Physics news on Phys.org
rewrite the second one so that it is - log (base5) 3
taking the square root of 9
do the same for 2^3 so that it is now 8
log (B5) 8 - log (B5) 3
 
jonnhannah said:
rewrite the second one so that it is - log (base5) 3
taking the square root of 9
do the same for 2^3 so that it is now 8
log (B5) 8 - log (B5) 3


OH yeah, now i remember thanks =D
 
For original Zeta function, ζ(s)=1+1/2^s+1/3^s+1/4^s+... =1+e^(-slog2)+e^(-slog3)+e^(-slog4)+... , Re(s)>1 Riemann extended the Zeta function to the region where s≠1 using analytical extension. New Zeta function is in the form of contour integration, which appears simple but is actually more inconvenient to analyze than the original Zeta function. The original Zeta function already contains all the information about the distribution of prime numbers. So we only handle with original Zeta...
Back
Top