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The approach to elementary and junior high school mathematics is the same, with the following points:
Pay attention to listening to lectures in class, and review them in time after class.
Conscientiously and independently complete homework, diligent thinking, in a sense, should not cause a learning style that does not understand that is asked, for some topics due to their own unclear thinking, difficult to solve for a while, should let yourself calm down and seriously analyze the topic, try to solve it yourself.
If you want to understand the questions that the teacher said, you must ask them in time after class, otherwise you will accumulate a little today and we will accumulate a little more tomorrow, and it will be too late for you to ask again when the exam comes, so you must ask in time.
Do more questions appropriately and develop good problem-solving habits.
The knowledge in school is far from enough, we have to go beyond the textbook and go above the textbook.
Solve more problems, no matter what type you do. You know that there are several solutions to do a question, so that when you encounter the same type of question during the exam, you can save time and do it in the most concise way. Let your energy be highly concentrated, so that your brain is excited, your mind is quick, you can get into the best shape, and you can use it freely in exams.
Emphasis should be placed on the understanding of mathematical concepts.
You can get it right if you understand. The solution usually comes from the concept itself. When learning concepts, it is not enough to know the literal meaning of the concept, but also to understand the deeper meaning it implies and master the various equivalent expressions.
Math is not difficult, the key is interest, and if you raise your interest, your motivation to learn will naturally increase!
Finally, it is necessary to improve your computing ability and practice more questions to improve your computing ability, otherwise you will not only waste time during the exam, but also may make a wrong mistake.
In fact, many people think that learning mathematics is very painful, and they think that mathematics topics are changeable, but in fact, I don't think that's the case
In fact, I don't think it has a big effect, because mathematics mainly relies on understanding and application, even if you memorize the book, you won't use it if you don't understand it, and that thing is not yours (as long as you can understand and use concepts and formulas, those concepts and formulas don't have to be memorized.) This is important).
Finally, it is necessary to complete the homework assigned by the teacher independently, (because the homework assigned by the teacher is based on what is taught in class that day, which can be used for reflection).
Another point is to improve, which is the key to widening the distance with others, that is, to do more extracurricular exercises, see more questions, and master more ways to solve problems, which can generally play an important role in the final exam, (because the penultimate questions in the final exam are relatively improved questions).
Listen carefully in class, be sure to follow the teacher's train of thought, and not be distracted at all, so that you can spend the least amount of time to understand the most things, and then write down the example questions that you think are important After class, you can look at it when you have time, and if you don't understand it, you must ask clearly. Can't be sloppy. Finally, it's time to do more questions.
Complete. I hope you can learn math well! ~
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The differences between elementary and junior high school math are:
Primary Mathematics focuses on laying the foundation of mathematics. Therefore, its content is mainly the relationship between numbers and numbers; various quantities and measurement methods; all kinds of basic operations, basic quantitative relations; Basic graphical understanding and simple perimeter, area and volume calculations; as well as simple algebra knowledge, etc.
Junior high school mathematics focuses on cultivating students' mathematical ability, including numeracy ability, self-learning ability, problem analysis and problem-solving ability, abstract logical thinking ability, etc. In the content, the complex plane geometry knowledge is added, the algebraic knowledge is systematically learned, and the equations are used to solve practical problems. Numbers are extended to rational numbers, real numbers; There are also simple primary and quadratic functions.
Mathematics is a rigorous and logical subject, so if you want to learn mathematics well, you must first memorize the basic concepts and principles, theorems, formulas, and laws of mathematics. These are the cornerstones of the mathematical edifice. It is the key to learning mathematics well.
The second is to have confidence and believe that you can learn mathematics well, so that you will not back down when you encounter difficulties, and it is possible to learn well if you don't back down.
Third, it is necessary to learn the textbooks. In fact, the exercises in the various workbooks are variations of the example problems in the textbook, so it is very important to learn the textbook well. When you encounter difficulties, figure out which part of the knowledge it is, then find the knowledge and example problems in the textbook, read them repeatedly, and compare them with the problems to find ideas for solving the problems.
Either way, it must be based on personal hard work and ideas. Without personal active learning, any approach is empty talk.
I hope mine can be helpful to you. When you make it fun to study math, that's the day you make progress in math.
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Since LZ asked this question, I don't want to say more, because other people are in the mood to watch a copy or a dozen of them.
My experience is:1. Listen carefully in class Be sure to fully understand everything the teacher says.
2。Complete homework carefully after class. You don't have to buy too many workbooks, just do your homework carefully.
3。If you don't know, you have to be ashamed to ask. Don't save face and don't ask your classmates and teachers.
These 3 are deceptively easy. It's actually hard to do. As long as you do these 3 points. I don't dare to say that you are the first in the whole grade. A grade group of at least 700 students will be in the top 50
This is my experience, but junior high school and elementary school definitely can't learn like this.
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In fact, many people find it painful to learn mathematics and think that math topics are changeable, but in fact, I don't think that's the case.
In fact, I don't think it has a big effect, because mathematics mainly relies on understanding and application, even if I memorize the book, I don't understand it and I won't use it, and those things are not mine. I believe that as long as you can understand and use concepts and formulas, you will definitely be able to learn junior high school mathematics well.
Finally, it is necessary to complete the homework assigned by the teacher independently, (because the homework assigned by the teacher is based on what is taught in class that day, which can be used for reflection).
Another point is to improve, which is the key to widening the distance with others, that is, to do more extracurricular exercises, see more questions, and master more ways to solve problems, which can generally play an important role in the monthly exam.
If I can do the above, I believe that my math results will become my pride.
Math is not difficult, as long as I am willing to give
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I think math should be easier to learn. It only needs to memorize formulas and axioms and learn to apply them, while Chinese and English have to memorize by rote every day and have a headache (I will be able to do mathematics and be at the top of the high school entrance examination, hehe.)
Try it the way I do, it's easy to learn, and you have to understand every axiom thoroughly
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