Let dn be the least common multiple of 1,2,…,n. For eg, d4=12,d5=60,d9=2520.
Given an n≥1, Show that there exist integers A1,A2,…An (not necessarily positive) such that
n∑k=1Akk=1dn
[Solution]
Given an n≥1, Show that there exist integers A1,A2,…An (not necessarily positive) such that
n∑k=1Akk=1dn
[Solution]
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