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Here is another one (a lot easier):
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http://midcitiesmathcircle.files.wordpress.com/2012/09/math_circle_fibonacci.pdf
try doing 1 with induction
try without induction
is that a command?
or a statement of what is to come?
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with induction it seems it can be done in 3 steps. though i never tried to prove that formula.
I see ,,, without induction, this is just sum of geometric series.
Hold on, have to eat lunch, Ill see what you guys come up with when I get back
bunch of interesting Questions!
I can give you the website
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nice!!
problem 2: just a try \[ a_n = {\alpha^n - \beta^n \over \sqrt 5 } \\ {1 \over 2^n \sqrt 5 } {(1 + \sqrt 5)^n - (1 - \sqrt 5)^n}\\ \] |dw:1349635461295:dw|
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