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anyone know how to explain Modular additon and congruent modulo m?
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a and b are congruent modulo m \(\iff \exists k \text{, such that } km = a-b\)
oh, \(k \in \mathbb{Z}\)
ok im sorry but, i didnt understand any of that. ive never seen those symbols, still having trouble comprehending
I just means that \(\frac{(a-b)}{m}\) will be an integer.
I know the E written on the bottom stands for element
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\(\exists \) means "There exists". \(\iff\) means "if and only if".
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