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modular arithmetic - For $f(x)=0 \mod n$ with $n=2 \mod 4$ has solution congruence classes as $2^{k-1}$ for $k$ is number distinct prime dividing $n$ - Mathematics Stack Exchange
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SOLVED: Exercise 1. Figure out how many solutions 2? = € (modn) has for n = 5,6,7, and then compute how many solutions there are modulo 210. Exercise Find all solutions to
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Solved You may use the following fact: a mod n= b mod n | Chegg.com