Solution for IMO 2016 Problem 4 ByAnonymous Christian July 13, 2016March 30, 2018 (Here’s a detailed possible solution with full explanations for IMO 2016’s Problem 4): *IMO = International Mathematical Olympiad
IMO 2016 Results for Malaysia ByAnonymous Christian July 15, 2016July 21, 2016 Congratulations Malaysia, Well Done! Interesting that our Malaysian team only solved “Problem 1 & 4 only” in “full”…
Math Olympiad Classes in Kajang ByAnonymous Christian April 6, 2016July 21, 2016 Affordable Mathematics Olympiad Classes at Kajang for Secondary School Students “All are welcome” 🙂 For further information,…
Proof question? ByAnonymous Christian September 5, 2014July 22, 2016 Question Prove that if gcd(a_i, m) = 1 for 1 ≤ i ≤ k, then gcd(a_1*a_2*….*a_k, m) =…
Solution for IMO 2016 Problem 1 ByAnonymous Christian August 11, 2016 Here is the question & solution attempt:
OMK 2015 Bongsu Solutions ByAnonymous Christian July 15, 2016July 21, 2016 The OMK 2015 sample questions may be found in the link below: http://persama.org.my/documents/SoalanOMK2015.pdf Here’s a possible solution attempt…