(In reply to
re: how about this one? :p by Jer)
Log2(72)
= log2(2^3*3^2)
= log2(2^3) + log2(3^2)
= 3 + 2log2(3)
= 3 + 2x
log2(6)
= log2(2*3)
= log2(3) + log2(1)
= x+1
Consequently, we must have:
log72(6)
= log2(6)/log2(72)
= (x+1)/(2x+3)
Edited on March 15, 2008, 4:54 am