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Math
Kangaroo Math Thailand (KMT)
รายการแข่งขันคณิตศาสตร์ KANGAROO
Register Fee
🏫 School Registration
This competition can be taken through your school.
- Already a partner exam centre? — Contact your school coordinator to register.
- Not a centre yet? Teachers can open one:
Exam Date
March 29, 2026
Registration closes
March 13, 2026
Grade
Grade 1–12
Mode
Paper & Online
The Math Kangaroo International Gold Award Camp
To further promote the spirit of Kangaroo Without Borders and inspire the next generation of mathematicians, Kangaroo Global hosts the International Math Camp every summer.
About
Math Kangaroo was proposed by Peter O'Halloran, an Australian mathematician and teacher, in the 1980's. In 1991, this idea was taken up in Paris, France. Verr quickly, it spread throughout Europe. The competition began to be called "Kangaroo" because of its Australian origin. The main purpose of Math Kangaroo is to promote mathematical thinking and stimulate an interest in math, by providing students with an opporrunity to compare their abilities against the abilities of other students, from different countries around the world. Math Kangaroo is now the largest math competition for school students in the world. As of now, it has been held in 108 countries and regions. In 2025, approximately 6 million students participated globally. Traditional mathematical powerhouses such as Germany contributed approximately 800,000 participants, while Russia and the Czech Republic had around 400,000 participants each. Countries like France and Poland each had around 300,000 participants, while Kazakhstan, Austria, the Netherlands, and Belgium all had over 100,000 young students participating. Besides, the Math Kangaroo Activity has a history of over 20 years in the United States, with rapidly increasing annual participation, particularly in California, which has a significant Asian population. In this state, Math Kangaroo slots are in high demand.
ELIGIBILITY : To participate in the contest, students in kindergarten, primary, or secondary schools
Categories
FORMAT:
- Paper-based exam, 90 min
- Homebased: ONLINE Mode is available for Grade7 and above (Cadet, Junior and Student Levels )
Pre-Ecolier and Ecolier is 24 multiple-choice questions. 3 marks each are contained by Questions 1-8, 4 marks each by Questions 9-16, and 5 marks each by Questions 17-24, making a full score of 96.
Benjamin, Cadet, Junior and Student is 30 multiple-choice questions. 3 marks each are contained by Questions 1-10, 4 marks each by Questions 11-20, and 5 marks each by Questions 21-30, making a full score of 120.
If a participant leaves a question unanswered, that question will be marked '0'. There is no penalty/deduction for wrong answer.
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Pre Ecolier (Grade 1-2)
- simple arithmetic operations with 1 and 2 digit numbers
- distinguishing simple figures
- time, clock
- number of days in a week, number of months in a year
Ecolier (Grade 3-4)
- simple arithmetic operations with 1,2,3 and 4 digit numbers
- recognizing geometric figures
- a magic square with a sum of 15
- time, clock
- number of days in a week, number of months in a year
- addition, subtraction, multiplication, division
- intersection of sets
- perimeter and area of a square, a rectangle
Benjamin (Grade 5-6)
- addition, subtraction, multiplication, division
- magic squares
- fractions and decimals
- clock, a calendar
- perimeter of a polygon
- area of a rectangle and a triangle
- lines and rays on a surface - a cube, a rectangular solid
- acute, right, and obtuse angles
- mathematical logic
Cadet (Grade 7-8)
- operations on rational numbers
- powers of natural numbers
- equations, inequalities and systems of linear equations
- area of a rectangle, a triangle and a circle
- lines and rays on a surface
- volume and surface area of geometric figures
- angles: acute, right, and obtuse
- supplementary angles, sum of angles in a triangle and quadrilateral
- mathematical logic
Junior (Grade 9-10)
- operations on real numbers
- functions, polynomials, equations, inequalities
- sequences of numbers
- elements of combinatorics
- synthetic plane geometry
- analytic plane geometry
Student (Grade 11-12)
- operations on real numbers
- functions, polynomials, equations, inequalities
- sequences of numbers
- elements of combinatorics
- synthetic plane geometry
- analytic plane geometry
- synthetic space geometry
- analytic space geometry
Awards & Criteria
GOLD: Top 10% · SILVER: next 10% · BRONZE: next 10% · MERIT: next 20% ·
All get e-certificate. Winners separated by grade.
Top 3 schools get trophies.
Bronze+ eligible for Kangaroo Asia Camp (Hainan, China).
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