A azureus88 Member Joined Jul 9, 2007 Messages 278 Gender Male HSC 2009 Mar 7, 2009 #1 The Fibanacci sequence is defined by [maths]t_{n+2}=t_{n+1}+t_{n}[/maths]. Find the limit of [maths]\frac{t_{n+1}}{t_{n}}[/maths] as n goes to infinite.
The Fibanacci sequence is defined by [maths]t_{n+2}=t_{n+1}+t_{n}[/maths]. Find the limit of [maths]\frac{t_{n+1}}{t_{n}}[/maths] as n goes to infinite.
Trebla Administrator Administrator Joined Feb 16, 2005 Messages 8,164 Gender Male HSC 2006 Mar 7, 2009 #2 It's the golden ratio:
Trebla Administrator Administrator Joined Feb 16, 2005 Messages 8,164 Gender Male HSC 2006 Mar 7, 2009 #4 Last edited: Mar 7, 2009
jet Banned Joined Jan 4, 2007 Messages 3,148 Gender Male HSC 2009 Mar 7, 2009 #5 I remember seeing that question in my trial. Lol i never got the answer though.
C cutemouse Account Closed Joined Apr 23, 2007 Messages 2,250 Gender Undisclosed HSC N/A Mar 7, 2009 #6 Uhh, that looks hard. What topic is that in?
