What is the logarithm of #100# divided by #25# ?
1 Answer
Aug 22, 2017
Explanation:
A good approximation is:
#log(2) ~~ 0.30103#
So we find:
#log(100/25) = log(4) = log(2*2) = 2log(2) ~~ 0.60206#
If instead you intended
#log(100)/25 = log(10^2)/25 = 2/25 = 8/100 = 0.08#