Keywords: unique skill to win the fifth grade of primary school

This article is suitable for: the fifth grade of primary school.

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This composition is about the fifth grade of primary school. The topic is: the magic weapon to win primary school mathematics. Welcome to contribute enthusiastically.

Tips-The Magic Weapon of Winning in Primary School Mathematics

abstract:

Mathematics is the gymnastics of thinking, with strict logic and wide application. As long as you master its laws, it will be easy to learn mathematics well. This paper summarizes some learning methods through the analysis of mathematics learning in primary schools. It not only makes mathematics learning easier, simpler and more effective, but also makes students apply what they have learned to real life and make mathematics more useful. Learning mathematics is not for learning mathematics. Through this article, I hope everyone can learn mathematics happily and achieve Excellence in happiness!

Keywords: thinking and understanding of primary school mathematics learning methods

Mathematics is an interesting and difficult course. Everyone wants to learn it well. In the study of primary school mathematics, what learning methods can help students learn mathematics easily and make mathematics learning so easy? Now, let me sum up the tricks of learning mathematics, change everyone's impression of mathematics, let students get twice the result with half the effort, learn mathematics happily and improve their grades easily.

First, follow the teacher's thinking and get twice the result with half the effort.

If you want to learn mathematics well, you must first draw nutrition from the textbook and learn the most basic content in the textbook. Classroom is the main position of our study. When studying in class, we should listen to the teacher's explanations and ideas, so as to make full use of classroom time and improve learning efficiency. Otherwise, it is a bad way to continue tutoring after class, which not only wastes the time in class, but also occupies the time after class. But if you can mobilize the highest attention in class, think positively and answer the questions raised by the teacher enthusiastically, not only will the class become interesting, but you can also have fun after class.

There is a student in our class. He is always in a daze in class. The teacher asked him to answer the question, but he couldn't do it at all. If you can't learn in class, you have to make up after class. Class is over, I have to go to the teacher's office to make up. I have less time to play at home, which wastes the teacher's time and makes me unhappy. Really not good. In the long run, you will definitely lose interest in mathematics and regress.

Second, learn less by rote and understand and digest more.

In our textbook, it is explained lesson by lesson. There are various exercises and formulas on it. If you want to learn math, you must remember the formula. These formulas are not difficult. Think about it a few times and you can write it down. But some students memorize those formulas by rote, but they always recite them several times and can't remember them. They finally remembered them, but when they used them, they forgot them. These students are not stupid, but they don't use good methods. Don't learn by rote when you recite. The key is understanding and digestion. Just like the volume of a cylinder, its volume formula is the bottom area multiplied by the height. If you forget, just think about its derivation formula. Convert a cylinder into a cuboid, whose volume is equal to that of the cylinder, whose bottom area is equal to that of the cylinder, and whose height is the height of the cylinder. Think again that the volume of a cuboid is the bottom area multiplied by the height, then the volume of a cylinder is the bottom area multiplied by the height. If you think about it, the volume formula of the cylinder will be firmly remembered in your mind. Is this method much better than rote learning?

Moreover, we can't learn knowledge only by studying in class and reviewing after class, and previewing before class is also very important. To learn a new lesson, we should first look at what to learn, preview in advance, understand the difficult knowledge points, and it doesn't matter if we don't understand them. Let the knowledge be digested in our minds, so that we can understand and master the knowledge more simply and effectively, faster and better when listening and learning in class.

Third, there are fewer and more sea tactics.

In the eyes of many people, if you want to learn math well, you must do more problems. But I don't think doing the problem is the key. Learning method is the key. Only by learning methods and doing problems often can we achieve the best results. For example, solving equations, when we first learned, we only knew one-step equations. Now that we have mastered the methods and laws, the equations we solve will become longer and longer. I'm not afraid when I grow up. It's as simple as knowing the method. Now, we have changed from solving equations to understanding proportions. Actually, it's still the same method. This is why we can't learn 1+ 1=2 today, but we can't do 1+2 = 3. I learned 1+2=3 tomorrow, but it won't be 2+2=4. This is not learning knowledge, but memorizing it.

In fact, the biggest difference between good students and poor students is that they can learn by rote. In fact, some good students don't just know how to work hard, but on the premise of hard work, they can master the methods and do every problem well in order to do well. Therefore, there are fewer sea tactics, and you can only learn a few questions; Draw inferences, learn methods, draw inferences, and you will know all the types. Pay attention to methods in learning mathematics.

Fourth, jump out of textbooks and enter life, and use it in practice.

We study mathematics in order to make our life more convenient, learn more mathematics and solve difficult problems in life with mathematical knowledge. Therefore, we can't just study mathematics for exams, but let mathematics "jump out" of textbooks and come into our lives. In our book, many problems come from life practice. For example, the lateral area of the cylinder is related to the rolling area of the roller, and the calculation of the pool volume is all evolved from the things in life. Look up into life, let life be full of mathematics, and let mathematics enter life.

We must be careful not to be lazy when doing the problem. Only by finishing the questions and checking more can we keep correct. Moreover, you should not be lazy in your homework, let alone copy others. This will not only be bad for yourself, but also ruin others. You know, lazy people will never achieve anything. It's like doing a problem without writing an answer, or it's useless.

Fifth, summarize the law of solving problems and broaden the thinking of solving problems.

When we do the problem, we will inevitably encounter several problems. When we encounter a problem, we will try our best to solve it, but after solving it, will you summarize its problem-solving ideas? Don't underestimate the method of "summary", it may benefit you for life! I have problems, especially interesting and difficult ones. I always write them in my math book. I did a problem once. I remember it was one of the problems I had done before, but I couldn't figure out how to do it. I rummaged through books and finally found a way to do this kind of problem. This is the advantage of always taking notes and summarizing.

As we learn more and more, we can solve a problem in several ways. For a fractional application problem, we can use the methods of solving equations, division and proportion, which is to "broaden the thinking of solving problems". The more you know about this problem, the faster your mind will be. You can also compare and see which method is simpler and which method is used to broaden your mind, and the problem will be simpler.

In fact, mathematics is the gymnastics of thinking, with strict logic and wide application. As long as you master its laws, it will be easy to learn mathematics well. My summary of mathematics learning is actually a few points: listen to the teacher's teaching, follow the teacher's thinking, don't memorize, understand more, learn a kind of problems, draw inferences from one another, let mathematics come into life, grasp the rules and do problems happily. If you can do this, you can really learn math well and improve your grades quickly.

Through this article, I hope everyone can learn mathematics happily and achieve Excellence in happiness!

This is the first paper I tried to write. Hee hee, I smiled. This is my first time to write on the computer, and I have been typing and revising. Hee hee, smiled again. I spent two weeks consulting the paper format, outlining, refining ideas, corroborating arguments and enriching contents. I finally finished reading it today. Please also give guidance. I hope this article can help students who want to learn math well. If there is a better learning method, please tell me so that I can continue to enrich and improve this paper. )