1. Preview before class
It is necessary to deeply understand the content of knowledge, find out the key points, difficulties and doubts, and mark out what you don't understand after thinking, which is conducive to grasping the key points before class and having time to study in advance.
Understand with heart
When listening to a teacher or classmate, you should listen attentively and understand attentively. To understand the truth of every step taken by others, it is more important to understand why others thought of this step, where others started to break through, whether he used any mathematical skills ... compared with them, why he didn't think of it and didn't do enough. In the future, I should strengthen myself purposefully in these areas.
Bold attempt
It is not terrible to encounter difficulties in learning, but you must never just be in a daze. As long as the known conditions are boldly combined and associated, many new conditions will be produced. If you can use them, you can use them, but if you can't, you will give up. It is necessary to draw boldly, express the conditions and problems in the topic with line segment diagram, relationship diagram and tree diagram, and then analyze the topic; Be bold in spelling, disassembling and cutting; We should also learn to turn complex problems into simple problems to try and analyze, and then gradually find solutions.
4. Dare to guess
Scientific inventions often begin with conjecture. The great scientist Einstein once said, "It is often more important to ask a question than to solve it." Students should form the habit of daring to guess at an early age. When you encounter unfamiliar problem situations, you should be good at analogy, transformation, induction, bold guess, and then try to verify the guess. If not, guess again and verify again. By constantly correcting mistakes, learn to find the right answer.
Timely summary
After each class, you should review your knowledge in time to see what you have learned, gained and learned. Every once in a while, I will learn to classify the knowledge I have learned, connect the knowledge into threads and weave it into a net; Usually, we should recall the mathematical thinking methods taught by teachers, such as constant thinking, elimination thinking, transformation thinking, specialization thinking and extreme thinking ... Mastering the soul of these thoughts will help us to draw inferences when solving problems in the future.
2. Extracurricular learning methods
1. Carry out supplementary extended learning
Read relevant books and watch relevant audio-visual materials according to the content of classroom teaching. Make the teaching content in class extend to extracurricular, digest and understand.
2. Carry out practical and applied learning.
3. Conduct service demonstration learning.
We will serve our families and communities with what we have learned in class, realize "applying what we have learned" in services and exhibitions, feel the role of knowledge and skills, and generate internal motivation to study harder.
1, you might as well give yourself some time limit.
2. Don't do other things or think about other things while studying.
Don't review the same lesson all night.