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The Reciprocals of Primes - Numberphile


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Название :  The Reciprocals of Primes - Numberphile
Продолжительность :   15.31
Дата публикации :  
Просмотров :   1,3 jt


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Malora Duracinski
Something like beginning of catergorization of quantum mechanics
Comment from : Malora Duracinski


Seth Peck
All of your first problem brown sheet recreations show 1 being divided by 0, not by 7
Comment from : Seth Peck


Tamir Erez
So, in fact, every 1/prime with n digits, can have a maximum of n-1 digits before it start to repeat it selfbrYes?
Comment from : Tamir Erez


Pandas Library
2, 5 are prime and their reciprocals are 05, and 05 respectively
Comment from : Pandas Library


plasma294
Old time autism
Comment from : plasma294


Yasser El Arabi
Crazy useless waste of time
Comment from : Yasser El Arabi


wertherquartett
You seem to be referring to the divisor as the dividend … ?
Comment from : wertherquartett


Michael Rae
He must have had a set of tables that show patterns He must have found a way to translate the numbers into the pattern
Comment from : Michael Rae


Italia
incredible!!
Comment from : Italia


luca chiesura
incredible!!
Comment from : luca chiesura


Tetyana Morozova
ShanksBot doesn't just you know "flinch" means slap ShanksBot :(
Comment from : Tetyana Morozova


Adrian Tsoenyana
He definitely would've had a YouTube channel 😂😂
Comment from : Adrian Tsoenyana


Andrew Z
What was his shortcut tho?
Comment from : Andrew Z


Riccardo Arisio
Every 1/p is periodic and also 1/p^n (n integer) are periodic and the lenght of the period is L of (1/p)*p^(n-1)
Comment from : Riccardo Arisio


Tomás Bernardo
Matt has made a mistake, during 1/23, at some point (9:00) the remainder was 2, he added two zeros, and wrote the highest lower than 200 multiple of seventeen, but he didn't take in consideration the first of the two zeros added
Comment from : Tomás Bernardo


Matt Brannock
Anyone curious why 1/5 doesn’t repeat? 5 is prime but it’s decimal expansion of 02 isn’t cyclic?
Comment from : Matt Brannock


John Nesbit
The more you do it, the more it gets faster: The more "the same v nearly-the-same" come into play because the numbers themselves are more and more familiar
Comment from : John Nesbit


alex Ch
so sad spent a lifetime on something that is computed in less than a second today
Comment from : alex Ch



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