T Timothy.Siu Prophet 9 Joined Aug 6, 2008 Messages 3,449 Location Sydney Gender Male HSC 2009 Oct 12, 2008 #1 by considering the geometrical significance of (2^x - 1)/x to the graph of y = 2^x, find: lim (N^x-1)/x x-->0
by considering the geometrical significance of (2^x - 1)/x to the graph of y = 2^x, find: lim (N^x-1)/x x-->0
trailblazer Member Joined Mar 19, 2008 Messages 64 Location Sydney Gender Male HSC 2009 Oct 12, 2008 #2 It wasn't too hard. Just have to use a bit of logic. Spoiler Solution coming soonSolution coming soonSolution coming soonSolution coming soonSolution coming soonSolution coming soonSolution coming soonSolution coming soonSolution coming soonSolution coming soonSolution coming soonSolution coming soonSolution coming soonSolution coming soonSolution coming soonSolution coming soonSolution coming soonSolution coming soonSolution coming soon
It wasn't too hard. Just have to use a bit of logic. Spoiler Solution coming soonSolution coming soonSolution coming soonSolution coming soonSolution coming soonSolution coming soonSolution coming soonSolution coming soonSolution coming soonSolution coming soonSolution coming soonSolution coming soonSolution coming soonSolution coming soonSolution coming soonSolution coming soonSolution coming soonSolution coming soonSolution coming soon
Affinity Active Member Joined Jun 9, 2003 Messages 2,062 Location Oslo Gender Undisclosed HSC 2003 Oct 13, 2008 #3 the limit is log(N) doesn't look like 2 unit
H henry08 Active Member Joined Mar 13, 2008 Messages 1,174 Gender Male HSC N/A Oct 13, 2008 #4 Why is the limit LogN?
Affinity Active Member Joined Jun 9, 2003 Messages 2,062 Location Oslo Gender Undisclosed HSC 2003 Oct 13, 2008 #5 well, near 0, the numerator is roughly log(N)*x....