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Seems simple?

Prove that for every natural number \(n\), there exists a prime number \(p\) such that \(p < n < 2p\).

Note by Achal Jain
1 year ago

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It is just Bertrand's postulate, applied as, \[ \frac{n}{2} < p < {n} \] Ameya Daigavane · 1 year ago

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@Ameya Daigavane Thanks for sharing the wiki. Achal Jain · 1 year ago

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