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Also nice to generate Pythagorean numbers out of these:https://twitter.com/pascalkwanten/status/1156560455294488576?s=19 …
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this appeared on my linear algebra final a few years ago! i remember stopping in the middle of the exam just thinking “whoahhhhh” to myself
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Didn't know about that, pretty béat indeed !
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If A_n is the determinant of the shown matrix it can be easily shown that A_n=-A_(n-1). Therefore you can conclude that A_n=+-A_0. So if you build a Fibonacci sequence with 2 different starting point you will always have A_n constant but with a different value!
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I mean abs(A_n) is costant.
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