How to study high school math math scores are improved little by little through their own efforts ?

It's actually quite simple. First, if you don't understand, you must ask the teacher, this is the most important thing in learning mathematics! Many people will just wait for the teacher to speak, which will develop the bad habit of not wanting to ask questions!

In fact, those who ask the teacher will have an extra gain from understanding what the teacher says than those who don't! The teacher will tell us a lot of other things that have not been taught in class. I benefited a lot!

Second, be sure to drill well. This is also important. For example, if I have time, I will definitely think through a question, and I will definitely not have a vague situation of understanding but not understanding!

Sometimes I think of other ways! Third, work hard! Only by practicing more can you find the feeling of doing problems, and when you see a problem after doing more, you will instinctively think of a way.

This will save you a lot of time when it comes to exams! Extra: It's a good idea to review the book knowledge before doing the questions, so that you can quickly get into thinking!

Because it will remind you of the basics!

I can't eat hot tofu in a hurry, I think this sentence is quite right, high school mathematics is a bit abstract compared to primary school and junior high school, first of all, you first understand the concept of the mathematics textbook, and you are familiar with the example questions, and the exercises in the textbook can draw inferences from one another, which is the most basic. . .

Again, for your own problems (simple questions take a lot of time), carefully analyze the reasons, whether you really can't do it, or procrastinate, and correct yourself in time...

Finally, I wish you all the best in your math...

I wasn't very good at math in junior high school, but I got better in high school, the key is interest, if I'm really not interested, do the problem.

You don't have to do a lot of it, just understand the idea and practice again.

First, the primary mentality problem: the key to learning mathematics is to use your hands and brains diligently, do not panic when you see the problem, and analyze the known conditions given in the question sentence by sentence;

2. Study the example questions in the book, and extract the knowledge points and mathematical formulas used;

3. Read more textbook formulas, or even copy them by hand a few times, and put them aside when doing the questions to see how to apply them;

Fourth, to do the specific problem, first follow the stupid method, list the possible formulas on the side of the draft, realize the conditions in the question with formulas, and finally study whether there is a simple way to directly get the results.

Note: Sketchbooks are important when doing math problems, not only to list calculations and formulas, but also to correct errors. Therefore, don't just find a piece of paper to scribble on it, but develop a good habit of using herbs.

I think first you have to understand that formulas, formulas and definitions are the foundation of all math problems. Only when you understand what the formulas are talking about, what is their intrinsic relationship, can you understand the answers, and when you can understand what the answers are talking about, I think it is time for you to make a qualitative leap in mathematics.

Studying in the early stage is painful, and it is necessary to have perseverance and patience when studying.

Secondly, arithmetic is very important for mathematics, and many times when you look at the paper after the exam because it is surprising to lose marks in arithmetic.

Practice more on your weak topics, practice and learn to cultivate the correct way of thinking and solving problems, and don't do problems blindly.

Actually, I'm like this, first look at the basics and keep looking at it, and then it's about doing the questions, I'm a scholar, you keep looking at the questions, and finally you have a fixed mindset, and it feels like that's what you did The key is perseverance After a while, slowly your grades will come up I was difficult to pass high math at first, and then I was sent away in the third year of high school I hope you succeed too

I think it's important to learn the basics in this case.

First of all, you need to understand the concepts and theorems you have learned word by word, and copy each example problem several times until you memorize them.

Review your homework before you write it to make sure you can complete it without flipping through the book.

When doing homework, try your best to make sure that you get it right the first time, this is a good habit, you can start slowly, and after a while, it will be faster.

Do a good job of previewing, mark the things you don't understand for the time being, and listen to the class with a purpose, or ask questions directly to the teacher.

Believe me, people who stand on a high place also start from the first step, and no matter how difficult the question is, it is a simple breakdown of small questions.

Well, you should first study the textbook, and in this order, you will understand and become familiar with it.

First understand the textbook, then use the basic knowledge of the textbook to do after-class exercises, then do exercises, and then continue to familiarize yourself with the knowledge points, tell people, practice makes perfect, learn and apply, and finally you can understand the beauty of mathematics.

What you need to remember here is that you must not be lazy, persistent, focused, in a northeastern dialect, this is not a thing, study hard.

How can I improve my poor math scores in high school, what to do if I get a score in math, and how can I learn math well to improve my score? To learn mathematics well, you must first have mathematical thinking, and then do more problems and think more.

1.Cultivating mathematical thinking is a prerequisite for learning mathematics well

The most important thing in mathematics is the way of thinking, if you understand how to think in mathematics, you can understand how the propositioner comes up with the problem, know how to analyze a problem, and how to start to solve a problem. Mathematical thinking can help us clarify the idea of solving problems, and according to the known conditions, step by step to introduce the unknown conditions.

Good math in junior high school does not mean that math in high school must be good, the knowledge points learned are different, and the mathematical thinking they are exposed to is also different, so students need to re-learn math in high school. You must learn the knowledge points of each chapter of high school mathematics in order to have rational mathematical thinking when doing problems.

2.If you want to improve your math score, you need to do more questions

Mathematics is a process where practice makes perfect, and mathematics requires the most contact with calculation, so every time you learn a formula, you have to consolidate it through a large number of exercises until you have learned the formula and the derivation formula.

The first time mathematics is learned, it is some simple knowledge, and the formulas learned will be integrated together for examination during comprehensive review, so everyone should not review just one knowledge point, but should have a broad vision and integrate it.

3.The best way to learn math well is to ponder

Many students who learn mathematics well do not rely on listening to lectures in class or not looking at the answers, they encounter problems that they can't do, the first thing to do is not to ask or see the answers, but to think about themselves repeatedly, some of the problems can even ponder for several days, leaving a deep impression in the brain, and they really won't ask to see it again.

Think about it, after such a process, what kind of problems will you not remember, and how can you not be able to encounter similar problems again? If you don't know it, you will see the answer, and if you read the answer, you won't have any impression, so what's the point of getting the original question in the next exam? It's better not to watch!

Mathematics is a headache for a large number of candidates, in fact, mathematics can quickly improve their grades as long as they find a certain learning pattern. Mathematics does not rely on blind memorization and memorization, a large number of calculation formulas are actually regular, through a large number of brushing questions can be clearly known, some formulas can be transformed. Mathematics is most afraid of rote memorization and chaotic formulas, so how to quickly improve mathematics scores lies in a large number of brushing questions, finding the rules in them, and never leaving them.

1. Most of the questions in the mathematics test paper of the college entrance examination are basic questions, as long as these basic questions are done well, the score will not be low. If you want to do a good job in basic questions, the efficiency of listening to classes is particularly important.

Generally, the teachers who teach the third year of high school are experienced teachers, and the content of their classes can be described as the essence, and listening carefully for 45 minutes is more effective than reviewing at home for two hours. You can take some notes during the lecture, but only if it does not affect the effectiveness of the lecture. Some students patronize and copy notes but ignore the teacher's idea of solving the problem, which is "picking up sesame seeds and losing watermelon", but some of the gains outweigh the losses.

2. In terms of choosing reference books, you can listen to the teacher's opinions, generally speaking, the teacher will give certain suggestions according to their own teaching methods and progress, the number is basically about 1-2 books, not too many.

After choosing a good reference book, it is necessary to do it carefully and completely, every good reference book has a knowledge system, this book does a little, that book does a little, and in the end many books are done but they are not finished, and a complete knowledge system cannot be formed, and the effect is not good. When doing the questions, you should do more simple questions and set a time, which can improve the speed of solving the problems.

1. Make a plan.

For many senior high school students, learning mathematics is very difficult, so how to improve the performance of senior high school mathematics? It's about making a study plan, like how to manage your time for studying math reasonably. If you want to improve your math scores, you need to spend more time on math.

The plan for learning mathematics should be considered in the long run, and once it is formulated, it must be strictly adhered to, and it must not be slackened.

2. Lay a good foundation.

If you want to improve your math scores in the third year of high school, you must first lay a good foundation in mathematics, and only in this way can you slowly catch up with your grades step by step. In addition, in the study of mathematics, memory and reasoning can be closely combined, so that at the same time, we can have a better understanding of the understanding of knowledge and the derivation of formulas, and can also effectively prevent forgetting.

High school is different from junior high school, and high school has a lot of knowledge points, and it also extends a lot. Can't let up. I was pretty good at math in high school.

Always one hundred and thirty-five or more. Most of them are careless points lost. My approach is also very simple.

Hope it helps.

First of all, I always know the concept of the book very well and understand it well. For example, the first year of high school is mainly a function, and a function is the foundation. Function concepts, parity, elementary functions, etc.

Second, I attach great importance to the example questions in the book and always study them. The example problems show the basic application methods and problem-solving thinking. Mainly look at the thinking and methods, if you have the conditions, you can go with a tutorial class to learn, Zhidan sedan car to expand their own learning thinking, I came here like this, you can refer to it.

Third, do the exercises. The practice of math problems is indispensable. But don't do all the questions, you will do a lot of useless work. Doing the exercises in the book, taking the exam question type and so on, are generally very standardized. From easy to difficult.

Fourth, learn to think independently. Don't ask anyone about everything. Don't always look at the answer to form a dependency. It's important to think more and have your own thinking system. It also exercises the brain.

Fifth, there will be no practice there.

Special exercises are carried out for the type of questions, knowledge points, and places that will not be conducted. Now there's a word for deliberate practice. That's what I'm talking about.