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6 Nov 2019
The (generalized) Fibonacci sequence is defined by setting a(0)=1and then choosing some arbitrary number for a(1). All other termsare now defined by the recursive relation a(n)=a(n-1)+a(n-2).
-Find the first ten terms of the Fibonacci Sequence fora(1)=-3
-For which two choices of a(1) is the Fibonacci sequence geometric,i.e. a sequence of the form s(n)=a^n?
The (generalized) Fibonacci sequence is defined by setting a(0)=1and then choosing some arbitrary number for a(1). All other termsare now defined by the recursive relation a(n)=a(n-1)+a(n-2).
-Find the first ten terms of the Fibonacci Sequence fora(1)=-3
-For which two choices of a(1) is the Fibonacci sequence geometric,i.e. a sequence of the form s(n)=a^n?
-Find the first ten terms of the Fibonacci Sequence fora(1)=-3
-For which two choices of a(1) is the Fibonacci sequence geometric,i.e. a sequence of the form s(n)=a^n?
Jamar FerryLv2
29 Apr 2019
