- #1
houseurmusic
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Been working on this for 2 days and have gotten no where. Maybe someone out there can show me the light
U = {1, 2, 3, ... , n, ..., 2n} for some natural number n
Let P be a subset of U such that |P| = n + 1
show that there exists x, y in P where x not equal y such that x divides y or y divides x.
U = {1, 2, 3, ... , n, ..., 2n} for some natural number n
Let P be a subset of U such that |P| = n + 1
show that there exists x, y in P where x not equal y such that x divides y or y divides x.