Difference between revisions of "Cyprus Mathematical Olympiad"

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The '''Cyprus Mathematical Olympiad''' (Greek: '''Κυπριακή Μαθηματική Ολυμπιάδα'''; '''CMO''') is a Cyprus [[mathematics]] competition for students in every grade, organized by the Cyprus Mathematical Society. There is one set of problems for every grade in primary school (Dhitmotiko): 4th, 5th and 6th, another set for junior high-school (gymnasium) and another for high-school (Lyceum).
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The '''Cyprus Mathematical Olympiad''' (Greek: '''Κυπριακή Μαθηματική Ολυμπιάδα'''; '''CMO''') is a Cyprus [[mathematics]] competition for students in every grade, organized by the Cyprus Mathematical Society. There is one set of problems for every grade in primary school (Dhitmotiko): 4th, 5th and 6th, another set for junior high-school (Gymnasium) and another for high-school (Lyceum). Note that Cyprus Mathematical Olympiad has nothing to do with the selection process of the national teams of Cyprus.
  
 
==Procedure==
 
==Procedure==
  
Students must answer 30 multiple choice mathematics problems. Each correct answer gives 4 points, each wrong answer subtracts 1 point and no answer gives no points (but no points are lost). This means there is a penalty for wrong answers. Each set of problems is rewarded separately. The results are not announced except for the top 6/100 contestants of each set of problems, and they are rewarded in the ratio 1:2:3 for gold, silver and bronze metal respectively.
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Students must answer 30 multiple choice mathematics problems in 60 minutes. Each correct answer gives 4 points, each wrong answer subtracts 1 point and no answer gives no points (but no points are lost). This means there is a penalty for wrong answers. Each set of problems is rewarded separately. The results are not announced except for the top 6/100 contestants of each set of problems, and they are rewarded in the ratio 1:2:3 for gold, silver and bronze metal respectively.
  
 
That means:
 
That means:
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*Bronze medals will be awarded to the next 3/100.
 
*Bronze medals will be awarded to the next 3/100.
  
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== List of CMO's ==
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*The [[2000 Cyprus MO|1st CMO]] was held on 16th January 2000.
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*The [[2001 Cyprus MO|2nd CMO]] was held on 29th April 2001
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*The [[2002 Cyprus MO|3rd CMO]] was held on 7th April 2002.
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*The [[2003 Cyprus MO|4th CMO]] was held on 6th April 2003.
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*The [[2004 Cyprus MO|5th CMO]] was held on 21 March 2004.
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*The [[2005 Cyprus MO|6th CMO]] was held on 10th April 2005.
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*The [[2006 Cyprus MO|7th CMO]] was held on 9th April 2006.
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*The [[2007 Cyprus MO|8th CMO]] was held on 29th April 2007.
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*The [[2008 Cyprus MO|9th CMO]] was held on 2008.
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*The [[2009 Cyprus MO|10th CMO]] was held on 2009.
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*The [[2010 Cyprus MO|11th CMO]] was held on 2010
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*The [[2011 Cyprus MO|12th CMO]] was held on 2011.
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*The [[2012 Cyprus MO|13th CMO]] was held on 2012.
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*The [[2013 Cyprus MO|14th CMO]] was held on 2013.
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*The [[2014 Cyprus MO|15th CMO]] was held on 2014.
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*The [[2015 Cyprus MO|16th CMO]] was held on 2015.
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*The [[2016 Cyprus MO|17th CMO]] was held on 2016.
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*The [[2017 Cyprus MO|18th CMO]] was held on 2017.
  
== List of CMO's ==
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== Resources ==
*The [[2001 CMO|1st CMO]] held on
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*[[Cyprus MO Problems and Solutions]] -- A community effort to provide solutions to all Cyprus MO problems from which students can learn.
*The [[2001 CMO|2nd CMO]] held on
 
*The [[2002 CMO|3rd CMO]] held on
 
*The [[2003 CMO|4th CMO]] held on
 
*The [[2004 CMO|5th CMO]] held on
 
*The [[2005 CMO|6th CMO]] held on
 
*The [[2006 CMO|7th CMO]] held on
 
*The [[2007 CMO|8th CMO]] held on
 
  
 
==See also==
 
==See also==
 
*[[Cyprus mathematics competitions]]
 
*[[Cyprus mathematics competitions]]

Latest revision as of 13:26, 4 September 2017

The Cyprus Mathematical Olympiad (Greek: Κυπριακή Μαθηματική Ολυμπιάδα; CMO) is a Cyprus mathematics competition for students in every grade, organized by the Cyprus Mathematical Society. There is one set of problems for every grade in primary school (Dhitmotiko): 4th, 5th and 6th, another set for junior high-school (Gymnasium) and another for high-school (Lyceum). Note that Cyprus Mathematical Olympiad has nothing to do with the selection process of the national teams of Cyprus.

Procedure

Students must answer 30 multiple choice mathematics problems in 60 minutes. Each correct answer gives 4 points, each wrong answer subtracts 1 point and no answer gives no points (but no points are lost). This means there is a penalty for wrong answers. Each set of problems is rewarded separately. The results are not announced except for the top 6/100 contestants of each set of problems, and they are rewarded in the ratio 1:2:3 for gold, silver and bronze metal respectively.

That means:

  • Gold medals will be awarded to the top 1/100 of the contestants.
  • Silver medals will be awarded to the next 2/100.
  • Bronze medals will be awarded to the next 3/100.

List of CMO's

Resources

See also