Question: Let c and a = be two 5-ary vectors. Find all 5-ary vectors V = (i.e., the vectors v whose components a and y belong

Let c and a = be two 5-ary vectors. Find all

Let c and a = be two 5-ary vectors. Find all 5-ary vectors V = (i.e., the vectors v whose components a and y belong to Z, ) such that c . (v - a) =0 (mod 5)

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