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Find the sum of all the even-valued terms in the Fibonacci ...
Σ F(3k), where k runs from 1 to an upper limit you can find. (Use the appropriate power of the golden ratio (1+√5)/2 to find it.) Now 2 Σ F(3k) = Σ F(3k ...
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O < F. . co r::rr*)hfi '7 t, -E *'f 3k < 20 38 > 30 Al2O3 < 60 < 68 > 75 ... Created Date: 8/8/2006 3:15:07 PM
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Fibonacci number Induction Proof
f(3k) f(3(1) =f(3)=2 even # so f(1)+f(2)=f(3) an odd+odd=even Inductive step: Suppose it is true for k+1 f(3(k+1)-2)=f(3k+1)
Mathematical induction: Fibonacci numbers
Suppose f(3k) is even. So f(3k) = 2m for some integer m. Now we must show that the statement is true for n=k+1, i.e. f[3(k+1)] is even. f[3(k+1)] = f(3k+3) = f(3k+2) +f(3k ...
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