Regional Math Olympiad (RMO) 2019, Problem 3 needed a clever trick from Inequality. It used AM - GM twice with a transformation. We give sequential hints leading upto solution.
Regional Math Olympiad (RMO) 2019, Problem 3 needed a clever trick from Inequality. It used AM - GM twice with a transformation. We give sequential hints leading upto solution.
This beautiful application from Regional Math Olympiad 2019, Problem 1 is based on the concepts of Algebra. Sequential hints are given to work the problem accordingly.
This beautiful application from Regional Math Olympiad 2019, Problem 5 is based on the concepts of Euclidean Geometry. Sequential hints are given to work the problem accordingly.
This beautiful application from Regional Math Olympiad 2019, Problem 2 is based on the concepts of Euclidean Geometry. Sequential hints are given to work the problem accordingly.
I found this question in Quora , so I started research on Srinivasa Ramanujan. Came across his mind cracking results and his other works.
Regional Math Olympiad (RMO) 2019 solutions, sequential hints and discussions. Try some beautiful problems on Number Theory, Geometry and Algebra.
Direct Limit, Inverse Limit, and Hom are three ideas from category theory that are useful in many branches of mathematics. A deep understanding of them can be very helpful in the long run. In the following video, we draw schematic pictures and gain real intuition behind these abstract ideas. This is clearly one of the most important videos of our production.
Inversive geometry is useful for solving beautiful geometry problems. It has also relations with Complex Numbers. Learn more about it from this sequence of videos.
We all know about this sequence , but is this really possible to find the 30th term with just adding the previous trems in order to get such large terms?
I have posted the answer on quora of this question. The number 5040 has many special number theoretic aspects and I have listed all of this one by one.