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How to reach 120 or above in senior high school mathematics, and how to improve mathematics scores?
Mathematics is the easiest course to score in high school. If you want to be admitted to your favorite university, you must learn high school mathematics well. Then, how to get a score of 120 or more in high school mathematics? Come and have a look with me!

How to break through high school math scores 120?

1. First of all, you should memorize all the formulas and theorems required by the syllabus in the textbook and clearly know the relationship between them. We should not learn by rote, but understand. Then understand the examples in the book and the exercises after class, constantly brush the questions and consolidate the knowledge. Finally, do the real questions of the college entrance examination, understand the way of the college entrance examination, the coverage of knowledge points, the difficulty of the college entrance examination and so on. These requirements are very high. If you do, 140 will do.

2. Make clear all the questions at the back of the textbook. This is the requirement of the math teacher. At first, I felt that even if the foundation was poor, the exercises after class were too low to do, but I finished them in the holiday before the start of the third year of high school. After all, the textbook is a textbook, which seems to be far from the requirements of the exam. In fact, it is the best material to lay the foundation.

3. Quantification is outstanding. The study of quantitative relationship is an important part of mathematics and the main content of mathematics examination. Quantitative questions account for a large proportion of multiple-choice mathematics questions in the college entrance examination. Moreover, many multiple-choice questions are quantitative in form, but in fact they are not simple or mechanical calculation questions, and often contain an examination of concepts, principles, properties and laws. This examination is closely combined with quantitative calculation, forming the characteristics of quantitative outstanding questions.

4. Choose a math course that suits you. I know I'm pressed for time and have a poor foundation. I only used one book when I chose the reference book, which is a relatively basic review material. Of course, there are mistakes and omissions, but the teacher explained them in detail. Match the usual exercise paper and exam paper. I think it is enough to finish this book with my ability.

1 methods to improve math scores

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1. To learn mathematics well, the first thing is to preview it in time. Preview the knowledge, chapters and contents that the teacher will attend tomorrow. Many students don't attach importance to preview. In fact, preview is also an important step to learn math well. Because only by previewing the knowledge and content that the teacher will talk about in class tomorrow, can we keep up with the teacher's thinking in class in time, and at the same time, we can better understand and digest what the teacher said in class.

2. In math class, listen to the teacher carefully and do it according to the teacher's ideas. Because the teacher will talk about many important and difficult points in the teaching process, as well as the test sites that must be taken in the college entrance examination, even the subjects that his son has to take and the test sites for the final exam. Teachers with rich teaching experience will certainly know which knowledge points are more important, which knowledge points are easy to make mistakes and which knowledge points are easy to make mistakes. Listening to the teacher is a wise choice.

3. Read through the examples in the math textbook. If the topic in the math textbook is the most classic, then where is it most worthy of our understanding, memorizing and doing? That must be an example in our math textbook. Let's think about it, why do examples in math textbooks become examples? Because it is the most classic topic, it is also the best topic for us to use knowledge flexibly. Think about it, there are so many math problems, why only these two problems are examples, because it is special, because it is classic, because it is good. And the topic of our exam, he also completely changed on the basis of examples. Therefore, the examples in our book are very important, and they are often ignored and ignored by students.

4. Recite textbooks, especially the knowledge points in math textbooks. Math textbooks, in particular, are all colored or in bold words. We should memorize it, even completely. Because this is the most basic tool for us to learn math well. If mathematics is a tall building, then the basic knowledge points in mathematics are like every brick in the tall building. We just need to memorize these knowledge points, even completely. It is possible for us to apply these knowledge points to mathematics and learn mathematics well.