Since $m, n$ range over all integer divisor pairs of 506, and $x = m+n$, $y = n-m$, and every divisor pair is counted, but note: different $(m,n)$ may give same $(x,y)$? - AMAZONAWS

📅 March 6, 2026 👤 scraface

Mar 06, 2026

$Since $m, n$ range over all integer divisor pairs of 506, and $x = m+n$, $y = n-m$, and every divisor pair is counted, but note: different $(m,n)$ may give same $(x,y)$?$

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