Fibonacci Numbers are Relatively Prime

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Fibonacci Numbers are relatively prime. In this video, I am going to show that two consecutive Fibonacci Numbers are relative prime. Also, I am going to prove a couple of very important identities as a bonus.
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Maksym Zubkov

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Please watch: "Real Projective Space, n=1"
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  1. Math For Life
  2. Mathematics
  3. prime numbers
  4. relatively prime
  5. Maksym Zubkov
  6. fibonacci sequence
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Комментарии
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amazing proof!

I think it needs to have a part proving that any common divisor is also a divisor of the gcd because this is needed in the implication

d | a AND d | b ==> d | gcd(a, b)

abdelrahmanashraf
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Can we use this to accelerate the search for prime numbers?

srpenguinbr
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Wow by three mins in you had already proven it true

robertcotton