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GATE | GATE CS 1996 | Question 57
  • Last Updated : 06 Nov, 2017
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The Fibonacci sequence {f1, f2, f3,….., fn} is defined by the following recurrence:

fn+2 = fn+1 + fn, n ≥ 1; f= 1 : f= 1

Prove by induction that every third element of the sequence is even.


Answer:

Explanation:

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