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/sci/ Science & Math

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Anonymous 2016-09-10 21:45:21 No.8336584

[Missing image file: ]

How to easily find the modular inverse of a number?


>>
Anonymous 2016-09-10 21:48:00 No.8336591
>don't be a leftist cuck
>go to your uni library
>read books without being offended by lack of rainbow pronouns
>find answer

>>
Anonymous 2016-09-10 21:49:24 No.8336594
>SJWtard failing at basic maths
how surprising lmao

>>
Anonymous 2016-09-10 23:36:13 No.8336820
>>8336594
https://www.youtube.com/watch?v=J4I7WumFGCs

>>
Anonymous 2016-09-10 23:47:29 No.8336840
If gcd(x, y) = 1, then you can find integers m and n such that xm + yn = 1 using the Euclidean algorithm.

Notice that [math] xm \equiv 1 \pmod{n} [/math], and similarly, [math] yn \equiv 1 \pmod{m} [/math].

>>
Anonymous 2016-09-10 23:48:37 No.8336843
>>8336840
Oops, meant to write [math] xm \equiv 1 \pmod{y} [/math] and [math] yn \equiv 1 \pmod{x} [/math].







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