NORDIC MATHEMATICAL CONTEST PROBLEMS AND SOLUTIONS, 1987–2011 PROBLEMS The problems are identified as xy.n., whery x and y are the last digits of the competition year and n is the n:th problem of that year.

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Date: 2011-10-20 11:27:18 Integer sequences Algebraic number theory Number theory Combinatorics Fibonacci number Factorial Exponentiation Ring Integer Mathematics Abstract algebra Ring theory		NORDIC MATHEMATICAL CONTEST PROBLEMS AND SOLUTIONS, 1987–2011 PROBLEMS The problems are identified as xy.n., whery x and y are the last digits of the competition year and n is the n:th problem of that year. Add to Reading List Source URL: www.georgmohr.dk Download Document from Source Website File Size: 149,56 KB Share Document on Facebook

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