Is there a formula for modulous?

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Is there a formula for modulous? Anonymous Mon Feb 11 14:33:42 2019 No.10378604 [Reply] [Original]

I can’t find an arthimetic formula which gives you a modulous, and I’m sure there must be one, right?

>t. Brainlett

>>	Anonymous Mon Feb 11 14:39:12 2019 No.10378614 >>10378604 a mod n =a - n*floor(a/n)

>>	Anonymous Mon Feb 11 14:40:28 2019 No.10378616 File: 223 KB, 1440x2560, Screenshot_20190211-143947.png [View same] [iqdb] [saucenao] [google] >>10378604

>>	Anonymous Mon Feb 11 14:45:51 2019 No.10378629 >>10378614 >>10378616 I must be too stupid to understand that. Thanks for the quick replies

>>	Anonymous Mon Feb 11 14:46:52 2019 No.10378631 >>10378616 Because I saw that post and plugged in the numbers and didn’t get a good result

>>	Anonymous Mon Feb 11 15:16:39 2019 No.10378696 >>10378629 >>10378631 The calculation of n mod m gives you the remainder when you divide n by m. So for example 6 mod 4 = 2 , because when dividing 6 by 4 we are left with a remainder of 2. Or 6 mod 3 = 0 , since 3 divides 6 evenly.

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