-
Join 1,090 other subscribers
-
Recent Posts
- Brainteaser about one set being a subset of another
- [Soln] Problem involving two coins
- Problem involving two coins
- [Soln] Carleman’s inequality
- [Hints] Carleman’s inequality
- Carleman’s inequality
- [Soln] Identifying the weight of one ingot
- [Hints] Identifying the weight of one ingot
- Identifying the weight of one ingot
- 2017/18 British MO Round 2 Problem 1
Archives
Categories
- Advice (3)
- Azerbaijan (4)
- Blog matters (12)
- Canada (6)
- Grade 10 (35)
- Grade 12 (127)
- Grade 8 (51)
- Intl/Regional (21)
- Japan (6)
- Kazakhstan (14)
- Moldova (4)
- Random (75)
- Romania (6)
- Russia (3)
- Scotland (1)
- Singapore (75)
- Spain (2)
- Sports & Games (7)
- UK (3)
- Uncategorized (5)
- Undergraduate (15)
- USA (99)
Tags
Meta
Category Archives: Canada
[Soln] 2016 Canadian Math Olympiad Problem 1
2016 Canada MO 1. The integers 1, 2, 3, …, 2016 are written on a board. You can choose any two numbers on the board and replace them with their average. For example, you can replace 1 and 2 with 1.5, or … Continue reading
2016 Canadian Math Olympiad Problem 1
2016 Canada MO 1. The integers 1, 2, 3, …, 2016 are written on a board. You can choose any two numbers on the board and replace them with their average. For example, you can replace 1 and 2 with 1.5, or … Continue reading
[Soln] 2016 Canadian Math Olympiad Problem 3
2016 Canada MO 3. Find all polynomials with integer coefficients such that is a prime number for infinitely many integers .
2016 Canadian Math Olympiad Problem 3
2016 Canada MO 3. Find all polynomials with integer coefficients such that is a prime number for infinitely many integers .
Beyond Solutions 