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[数论] $m,n$为正整数 $n^2<8 m<n^2+60(\sqrt{n+1}-\sqrt{n})$

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dodonaomik Posted 2016-1-8 15:49 |Read mode

Last edited by hbghlyj 2025-5-11 00:25$m, n$ 为正整数，且满足 $n^2<8 m<n^2+60(\sqrt{n+1}-\sqrt{n})$．求 $n$ 的最大值

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hbghlyj Posted 2025-5-11 00:02

math.stackexchange.com/questions/5063914

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