2. Summarize all the known quantities given in the title and record them on the draft paper in a simple and clear way.

3. Make clear the knowledge framework involved in the topic, which may be involved, such as "geometric average" and "circle and curve"

4. Be sure to be very familiar with the most basic formulas and know how these formulas are derived and what the conditions are (do more questions, from simple to difficult, from involving one knowledge point to involving two or more knowledge points, and understand the answers very well)

5. Think about the methods used in similar topics.

6. If it is interdisciplinary synthesis, first use some specific formulas to convert the known quantity of one discipline into the topics of other disciplines (such as the combination of parabola and physics and mathematics, and use the known actual physical constant-derivative formula-abstract mathematical function).

7. Gradually clarify the relationship between the question and the answer, from the known quantity of the question-A-B-the required quantity.

8. Actually, doing a math comprehensive problem is like peeling an onion, layer by layer. Try different methods and you will get unexpected results.

9. The most important thing is that you can get good results by summing up more in your usual study, trying different types of questions and solving problems in different ways, not limited to a single method.

10. No matter how changeable the math topic is, it is always inseparable from the most basic knowledge points. Lay a good foundation and gradually expand, and you will succeed.