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SEAMO 2022 — Paper D — Grade 7–8 Question 19

SEAMO · SEAMO 2022 — Paper D — Grade 7–8

Question 19

Count integers n from one through $2022$ for which $1^n+2^n+3^n+4^n+5^n$ is divisible by five.
  1. $1503$
  2. $1507$
  3. $1508$
  4. $1510$
  5. $1517$