1. Prepare notebooks and drafts. Notebooks mainly include representative examples and classic questions of the competition. If necessary, you can recite the problem-solving methods of examples and understand the ideas;

2. Choose appropriate learning methods and pay attention to the combination of work and rest;

3. Strengthen reflection after doing the questions. Reflect on the wrong questions with accurate problem-solving ideas and methods;

4. Take the initiative to review, summarize and improve. Summarize each chapter seriously, profoundly and completely;

5. Accumulate information and arrange it at any time. Pay attention to accumulating review materials. Organize class notes, exercises, unit tests and various papers in chronological order;

6. Reasonable planning. It is necessary to formulate practical learning goals and plans, arrange time in detail, and make timely and reasonable adjustments.

Ancient and modern mathematics competition

In the world, competitions based on numbers have a long history: there were competitions to solve geometric problems in ancient Greece; During the Warring States Period in China, horse racing between Qi Weiwang and Tian Ji was actually a game of game theory. In the 16 and 17 centuries, many mathematicians liked to ask questions to challenge other mathematicians, and sometimes held some open competitions and several equation open competitions.

There is the most famous Fermat's last theorem in the competition: when the integer n≥3, the equation X N+Y N = Z N has no positive integer solution. Modern mathematics competition is still a problem-solving competition, but it is mainly held among students (especially senior high school students). The main purpose is to discover and cultivate talents.