-1 mod(5) = 4 and -2 mod(5) = 3, since 5 mod(5) = 0 it implies all multiples of 5 are equal to zero, i.e 6 mod(5) = 1. The field is a ring and abelian group, so it is enclosed under the operators (dot) and (+). We denote the set of rational numbers with Q and the prime numbers with P.
-1 mod(5) = 4 and -2 mod(5) = 3, since 5 mod(5) = 0 it implies all multiples of 5 are equal to zero, i.e 6 mod(5) = 1. The field is a ring and abelian group, so it is enclosed under the operators (dot) and (+). We denote the set of rational numbers with Q and the prime numbers with P.
TavarishReyes 9 months ago