While studying the Fibonacci sequence I encountered this problem in the handout, and I can not understand how to do it.
Show that if the Fibonacci sequence has a term divisible by a natural number $m$, then there are infinitely many such terms.
While studying the Fibonacci sequence I encountered this problem in the handout, and I can not understand how to do it.
Show that if the Fibonacci sequence has a term divisible by a natural number $m$, then there are infinitely many such terms.
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