1, observe first. Do a routine problem. When you get the question, leave it alone. You should observe it first. Mainly to observe the types of questions and questions. Through observation, we can fathom the questioner's intention. Some simple questions can be answered by observation. So when you get the title, you should first observe the title, figures and pictures.

2. Column conditions. Do routine questions. After observing the question, if you still can't find an accurate answer, I suggest you learn to list the conditions. List the known conditions of the topic, list them in different ways and methods, and maybe you can find the answer you want through writing.

3. compare it. When doing routine problems, you should learn to compare. Comparison is to compare the differences of topics. Especially when looking for regular questions in pictures, we should spend more time comparing the similarities and differences of pictures, find the corresponding answers from them, and compare them, so that we may be able to compare the answers.

4. Make a bold guess. When doing routine questions, you should dare to guess boldly. For some problems, you haven't found the ideas or methods to solve them for a long time, and you haven't found the specific laws. At this time, I suggest you try to guess the law, and then try one question after another. This is the best way to try out the purpose of the question. If you can't try it out, guess another rule and try again.

5. Use the formula. When doing routine problems, be good at using formulas. Especially when doing some series problems or numerical problems, it is possible that you can't find the law after observing for a long time, but if you use a set of related mathematical formulas, you are likely to get the law out. So it is also important to remember some mathematical formulas.

6. Smart assumptions. When doing routine questions, you should dare to assume. For some problems, if you want to find the law, you must learn to assume, and if necessary, you must learn to assume conditions, assume laws, and assume results. Maybe you can find the rule of the problem by assuming.