1, be sure to do every step of reading and doing the questions carefully and patiently. We must understand why every step is. If you don't understand, you can ask researcher Great God. If you really don't understand, you can mark it next to it. Maybe you'll figure it out in the next round of review.
2. It will be really slow to read, but it will be solid. When you do the problem in the future, you will be grateful for such solid study in the early stage.
3. Keep a thinking attitude, including reading the textbook in the first round. The examples in the book also cover the answers. Do it yourself. Including chapter exercises in the textbook and examples of reviewing the whole book. Don't just look at the answers after reading the questions, leave time to think.
4. Take out the determination that you can't do it without reading the answer. After communicating with some great mathematical gods, I found that this is * * *. Since it is the * * * nature of the great gods, there must be something to recommend it.
The basis of the review:
1, pay attention to thinking and summing up in the process of doing the questions. Many students have such confusion, and there are still many questions that they have done but can't do. The most irritating thing is that many questions are clearly done, but they will not be done again! This is a common problem of many students, and I don't want to solve it.
2. I always thought that I couldn't do it, just looking at the answers, and I wouldn't seriously think about why I couldn't, what the problem-solving skills were, whether I could do the same type of problems as it, and so on.
3, in fact, these are very important, reminding everyone to learn to think, learn to "remember", and the most important thing is to draw inferences from others. In this way, we can get rid of the ups and downs of the sea of questions, effectively solve problems and improve them efficiently!