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Let t N* such that t > 1 and let n^1,n^2,...,n^t N* such that ni and nj are relatively prime for each 1 i j
Let t N* such that t > 1 and let n^1,n^2,...,n^t
N* such that ni and nj are relatively prime for each 1 i j t. Prove or disprove that n1 and n^2 n^3 ... n^t are relatively prime. To be able to guess the correct answer, consult the evidence of the Chinese remainder theorem.
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