Table of Contents
Which is the best book for IMO preparation?
Best Books For International Mathematics Olympiad (IMO)
| Book Type | Book Name (Author) |
|---|---|
| Workbook | NCO Olympiad Workbook – Class 1 (Meetu Misra) |
| Power Pack | 1. National Cyber Olympiad Work Book 2. Olympiad Reasoning Workbook 3. Previous years’ papers eBook 4. NCO Olympiad Skill Development System |
How do you improve geometry in Olympiad?
Things to learn Make sure you learn all the important ones, and practice being able to spot and apply them. You could also learn some cool techniques if you’re already decent at normal geometry. Stuff like inversion (inversion is op), poles/polars and projective geometry can be useful in many problems.
How do I prepare for Jmo?
The students who wish to appear for JMO need to clear one of the following criteria:
- Currently studying in class X with A2 or higher grade in maths in class IX.
- Currently studying in class XI with Maths as an elective subject (irrespective of stream) with A2 or higher grade in Maths in class X.
What is IOQM exam?
Indian Olympiad Qualifier in Mathematics (IOQM) will be a three-hour examination and will be jointly organised by the Mathematics Teachers Association of India (MTAI), Indian Association of Physics Teachers (IAPT) and Homi Bhabha Centre for Science Education (Tata Institute of Fundamental Research) – HBCSE (TIFR).
What are the best books to prepare for IMO contests?
For relatively basic material compared to IMO, you can use the AOPS (Art of Problem Solving) Books. Those books will most likely help with technique but will fail to help you to recognize the patterns and types of questions often given in IMO contests. The higher level AOPS books will be of the most help to you – calculus, volumes 1 and 2, etc.
Why is the C-list of geometry so massive?
The C-list is massive because of the massive number of lemmas you can learn and apply in specific situations. This includes things like knowing previous IMO problems or using really weird things like poles/polars and purely projective transformations. Basically this is just all the geometry you learn after finishing the A and B lists.
What is the relationship between Moar and geometry?
Basically the MOAR lemmas you mug up, the MOAR better you get at geo, because anyway being better at geo doesn’t takes much deep understanding (but being better at combinatorics takes a deep understanding of elementary math). The Method of Moving Points is a new but important tool for solving geometry problems.
https://www.youtube.com/watch?v=-q3etN3WZAM