>add TO >subtract FROM >multiply BY >divide

[eqn]\text{Nozomi} \equiv \text{shit} (\text{mod goodtaste})[/eqn]

>>8613492

modulo isn't a verb silly

I say "mod out by" or "quotient out by"

with

>>8613507
This

>>8613507
this

I say modulos of.

modulo n

>>8613661
this
t. mathematician by training

I say "modulate"

>>8613492
Take modulo n

>>8613607
this.

I consider the modulo of a number given a particular base with which to calculate the modulo.

Keep in mind that the modulus, mathematically speaking, is not actually an operator. It denotes an equivalence class of a series of elements contained in the integers. The number of equivalence classes is exact equal to the natural number which is the base of the modulo

t. number theorist

Reading these threads make me wish I was more passionate about math. Is that something I can cultivate or are you just born with it?