Olympic mathematics course

This set of books takes into account both the senior high school entrance examination and the competition. The content starts from the textbook knowledge, from the shallow to the deep, and gradually transitions to the competition knowledge. And it is also equipped with a large number of high-definition explanation videos, which is very suitable for junior high school to lay the foundation.

Everything is good except that the topic is not that difficult. Moreover, in fact, many of its contents are to improve the knowledge of the senior high school entrance examination, which is not only suitable for the entry learning and self-study competition of the competition students, but also not afraid that the students in Grade One and Grade Two will delay the senior high school entrance examination because of the learning competition.

Mathematical Olympics series

This set of books is also called Little Blueprint. Presumably, every competition student has one set, which is really necessary for competition students. The authors of Little Blueprint are all Daniel, Bo Shan, Ge Jun, Xiong Bin, Feng Zhigang ... Every name is a household name, and their books are worth reading carefully.

The junior high school blueprint contains 8 volumes, covering all the test sites in the class and the Olympic Games. The first seven volumes contain algebra, geometry and number theory, and the eighth volume is a comprehensive refinement of the first seven volumes. The difficulty of the topic is not the initial difficulty of the Olympiad, but gradually, so that students have a process of adapting to the Olympiad.

Orsay Classic Special Research Series

This set of books is compiled by topic. A book with four books, namely algebra, geometry, number theory and combination! The topics are carefully selected from the real questions of junior high school mathematics league or regional competition, which are generally difficult. This set of textbooks is specially trained and has a clear knowledge system.

Setting up special books will make the problem more comprehensive and help to establish the knowledge system. Moreover, the knowledge capacity of this set of books is richer than other competition books, and there are more methods and problem-solving skills.

A course of mathematical competition research

For junior high school students, in addition to a lot of topic exercises, I suggest you make good use of the less busy academic pressure in junior high school and read a book in your spare time. Beginners can try to read some chapters in the mathematics competition research course. The author, Mr Denton, is an old hand in math competitions.

This book is very classic, which can be said to be the most classic bibliography of the China Mathematics Competition. The content of the book is very rich, all the knowledge points are involved, and there are some chapters devoted to thinking methods. Most chapters are moderately difficult, and there are many enlightening explanations.