1, basic mathematics knowledge: To learn wide-angle reasoning well, you need to master some basic mathematics knowledge first. For example: mathematical operations, computer science and so on. These basic knowledge can be used as the basis for you to further explore deeper mathematical concepts.

2. Thinking training: Wide-angle reasoning requires very flexible thinking, so you need to improve your reasoning ability through continuous thinking training, especially in geometry, algebra and logical thinking. You can gradually cultivate your mathematical thinking ability by practicing math problems and playing math games.

3. Learn geometric concepts: Geometry is an important basis for wide-angle reasoning, so you need to learn basic geometric concepts, such as angle, distance, radian, triangle and so on. It is necessary to study the topic of triangle type in depth, so as to understand the mathematical concepts such as angle and proportion. At the same time, we should master the combination and transformation of plane geometry and space geometry to make the geometric problems more comprehensive.

4. Mastery of problem-solving methods: Wide-angle reasoning requires unique problem-solving ideas and mastering methods, and some classic problem-solving methods should be learned, such as auxiliary lines, sine, cosine and diagonal lines involved in quadrangles, centers of gravity, vertical theorems and so on.