Verified problems and solutions for the All-Russian Mathematical Olympiad (RusMO) and former Soviet Union Math Competitions
site:edu "Russian Mathematical Olympiad" "solutions" pdf filetype:pdf "Russian MO" "grade" solutions "Всероссийская олимпиада школьников" задачи решения pdf
: Find all functions ( f: \mathbbR \to \mathbbR ) such that [ f(xf(y) + f(x)) = f(xy) + x ] for all real ( x, y ).
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