Given a sequence of #'s which is defined by:
Prove, using math induction: integers
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Notice that this is the Fibonacci sequence.
I will go ahead and use instead of because we are dealing with a Fibonacci sequence. Okey-doke.
Show for n=1: , TRUE.
Since , we have:
And the induction is complete.
Where did 49/44 mysteriously come from?
Sorry about that.
it's rather redundant. Notice that
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