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#geometry #math #spiral #divisors #dansmath #mathematical
Published: 2020-04-09 01:32:27 +0000 UTC; Views: 502; Favourites: 2; Downloads: 0
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each spiraling spoke of length n has all of its proper divisors sitting on top of it. some n have lots of sitters, primes have just 1. there are 60 numbers in each revolution, 197 is the last n. what do you notice? which n has the most divisors?Related content
Comments: 4
Hop41 [2020-04-23 00:10:27 +0000 UTC]
Too fast for me to examine closely. How would you treat 32? As having 5 factors?
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Hop41 In reply to dansmath [2020-05-18 06:11:34 +0000 UTC]
Reminds of something I had done that's somewhat related. Just posted it:
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dansmath [2020-04-09 01:46:45 +0000 UTC]
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