Module Starting Date: 22nd November, 2019, Friday, 6:30 PM Go to Joining Section Math-Olympiad Module: Day 0 Problem ListDownload Philosophical Remarks When did we first fall in love with mathematics? For me, it was in class 6. My father exposed me to a problem from...

Understand the problem Given a circle , let be a point in its interior, and let be a line passing through . Construct with proof using a ruler and compass, all circles which pass through , are tangent to , and whose centres lie on . Source of the problem RMO 2019...

Mathematics is itself mind blowing. It is not only a subject or a topic but it is the description of life. Nothing is possible without Mathematics. Mathematics is not only about interest but it is about excellence. People often misguide the subject as “full of...

Understand the problem The sequence of positive integers satisfies for .Prove that there exists at most one for which is the cube of an integer. Source of the problem Ireland MO 2018, Problem 9 Topic Number Theory Difficulty Level 8/10 Suggested Book Excursion in...

Understand the problem Let be a prime number. Find all positive integers such that: Source of the problem France IMO TST 2012, Problem 3 Topic Number Theory Difficulty Level 7/10 Suggested Book Challenges and Thrills of Pre College Mathematics Start with...

Understand the problem Let be real numbers with .Prove that , and determine the cases of equality. Source of the problem Austria MO 2016. Final Round, Problem 4 Topic Inequality Difficulty Level Suggested Book Challenges and Thrills of Pre-College Mathematics Start...