Use the Archimedean property of R to prove that for each a>0 there exists "n" positive integer such that (1/n^2)

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answerhappygod
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Use the Archimedean property of R to prove that for each a>0 there exists "n" positive integer such that (1/n^2)

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Use the Archimedean property of R to prove that for each a>0
there exists "n" positive integer such that (1/n^2)<a.
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