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Mathematical Kangaroo (also known as Kangaroo challenge, or jeu-concours Kangourou in French) is an international mathematics competition in over 77 countries. There are six levels of participation, ranging from grade 1 to grade 12.
Noetic Learning math contest — United States and Canada (primary schools) Nordic Mathematical Contest (NMC) — the five Nordic countries; North East Asian Mathematics Competition (NEAMC) — North-East Asia; Pan African Mathematics Olympiads (PAMO) South East Asian Mathematics Competition (SEAMC) — South-East Asia
Each participating school may send at most 5 students into the contest. There is one paper, divided into Part A and Part B, with two hours given. Part A is usually made up of 14 - 18 easier questions, carrying one mark each. In Part A, only answers are required.
Hong Kong Mathematics Olympiad (HKMO, Chinese: 香港數學競賽) is a Mathematics Competition held in Hong Kong every year, jointly organized by The Education University of Hong Kong and Education Bureau. At present, more than 250 secondary schools send teams of 4-6 students of or below Form 5 to enter the competition.
The first selection, usually in November, consist of a multiple-choice exam with 20 problems. One is given 5 points for each correct answer, 1 point for each unanswered problem and 0 point for a wrong answer. Approximately 10% of the competing students are selected for the second selection, which is held in January.
M. Mandelbrot Competition; Math circle; Math League; Math Prize for Girls; Math-O-Vision; MathChallengers; Mathcounts; Mathematical Contest in Modeling; Mathematical Kangaroo
The first Primary Mathematics World Contest (PMWC) was organised in 1997. [1] The sponsors of the competition are the charitable organisation Po Leung Kuk, the public university Hong Kong Institute of Education, and Panda Hotel. [2]
Most of the Junior Kangaroo participants are those who performed well in the JMC, however the Junior Kangaroo is open to discretionary entries for a fee. Similar to the JMC, the Junior Kangaroo is a 60 minute challenge consisting of 25 multiple-choice problems. [7] Correct answers for Questions 1-15 earn 5 marks, and for Questions 16-25 earn 6 ...