First Problem, Danube Mathematical Competition 2012
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Laurențiu Ploscaru
- Mesaje: 1237
- Membru din: Mie Mai 04, 2011 5:42 pm
- Localitate: Călimănești
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First Problem, Danube Mathematical Competition 2012
Given a positive integer $n$, determine the maximum number of lattice points in the plane a square of side length $n+\dfrac{1}{2n+1}$ may cover.
People are strange when you're a stranger,
Faces look ugly when you're alone.
Women seem wicked when you're unwanted,
Streets are uneven when you're down.
Faces look ugly when you're alone.
Women seem wicked when you're unwanted,
Streets are uneven when you're down.