For a polynomial Q with integer coefficient and prime p, we say that Q excludes p if there
is no integer n for which p | Q(n). Does there exists a polynomial with integer coefficients
having no rational roots which excludes exactly one prime?
Correct Solutions by,
- Toshihiro Shimizu Kawasaki, Japonya
- Mustafa Burak Topal, Boğaziçi Üniversitesi
- Deniz Can Karaçelebi, Çiçekliköy 50. Yıl Fen ve Teknoloji Lisesi
- Şevket Onur Yilmaz, Kabataş Erkek Lisesi
- Lujain Qazmanny, Ürdün
- Roger Bengtsson Lund, İsveç
Çözümü: http://www.fen.bilkent.edu.tr/~cvmath/Problem/2204a.pdf