Difference between revisions of "2001 IMO Problems/Problem 6"

Revision as of 11:38, 17 March 2013

6. $K > L > M > N$ are positive integers such that $KM + LN = (K + L - M + N)(-K + L + M + N)$ . Prove that $KL + MN$ is not prime.

Revision as of 12:15, 22 October 2008 (view source) Dxuhuang (talk \| contribs) (New page: 6. K > L > M > N are positive integers such that KM + LN = (K + L - M + N)(-K + L + M + N). Prove that KL + MN is not prime.)		Revision as of 11:38, 17 March 2013 (view source) MSTang (talk \| contribs) Newer edit →
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−	6. K > L > M > N are positive integers such that KM + LN = (K + L - M + N)(-K + L + M + N). Prove that KL + MN is not prime.	+	6. <math>K > L > M > N</math> are positive integers such that <math>KM + LN = (K + L - M + N)(-K + L + M + N)</math>. Prove that <math>KL + MN</math> is not prime.