olymmath

RO-NMO 2008 Problem 73

  • Grade 7

Let p,q,rp,q,r be 3 prime numbers such that 5≤p<q<r5\leq p <q<r . Knowing that 2p2−r2≥492p^2-r^2 \geq 49 and 2q2−r2≤1932q^2-r^2\leq 193 , find p,q,rp,q,r .

Dataset text AI-MO AoPS. Quoted with source.

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