How to improve math scores Generally speaking, there are rules to follow in the knowledge points of mathematics, and some mathematical principles can be applied to many exercises. Therefore, when we face the purpose of math problems, we need to develop the habit of collecting wrong problems. For most senior three students, we can set up a mathematical error question bank. If there are some typical wrong questions in the usual study and examination, you can summarize them separately and summarize your own wrong questions in the wrong question bank.
Over time, we can collect a lot of wrong information. When preparing for the college entrance examination, we can review in a targeted way, which is a very good way to improve our math scores.
Mathematics is different from other subjects, and it tests students' logical thinking ability. How can we better cultivate logical thinking ability? Then we need to take more math notes in the usual study process. When the teacher is in class or explaining the math test paper, we can take more notes when facing some difficult math problems.
Regarding taking math notes, Dai Ge suggested that you use two different colors of pens as markers. If you use a black pen to make regular comments and use a red stroke as an auxiliary line, you can distinguish it well and see your math notes at a glance.
Improving skills of mathematics 1. Build confidence and reduce useless repetitive problems.
A) Someone mentioned that the setting of mathematics and physics is a headache and it is difficult to start. In fact, as long as you grasp the main line of each chapter and step by step, your grades can be improved quickly.
B) Don't do too many questions. Understand every formula problem thoroughly and use it flexibly, instead of doing many problems. Doing a lot of problems will give you an illusion and a lot of knowledge. Actually, there is no problem at all.
2. Preview in advance is helpful to improve learning efficiency.
Understand the role of preview in advance. Why preview in advance? Some people are absent-minded as soon as class begins. There are two reasons: first, the teacher can't understand what he said, and second, he doesn't know the key points. Preview in advance can let you know what you won't do, and then make a mark. When the teacher speaks, it will make you suddenly realize that you have a deep memory and will never be distracted.
3. Master the concept and deduce the formula.
A) For example, when learning "function", first define the concept of function, and then integrate the concepts extended from function.
B) For all important mathematical formulas, it is necessary to find out how this formula is derived and what are the conditions for applying the formula. Get into the habit of deducing formulas. Only by understanding the ins and outs of the formula can we use the formula better.
4. Practice in time, deepen the understanding of concepts and formulas through practice, and use them flexibly.
A) Always remember that doing a problem is not simply doing a problem, but letting you deeply understand how conceptual formulas are used by doing a problem. When doing a problem, it is effective to think of the formulas and concepts involved in the problem.
B) Don't do too many questions. Understand and understand every problem you do. Don't talk about sea tactics.