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Prove that one of every three consecutive positive integers is divisible by 3 |
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Answer» hey here is you answer Step-by-step explanation:let three consecutive positive integers be N, n+1and n+2 .whenever a number is devided by 3 ,the REMAINDER obtained is EITHER 0 or 1 or 2 .therefore n=3por 3+1 or 3+2where p is some integer if n= 3p than n is DIVISIBLE by three hope you understand |
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