I m a primary school student who is about to graduate, but why can t I learn math well?

1.Summarize often (summarize the reasons for mistakes, tips for doing questions).

2.Combination of numbers and shapes (many algebraic things can always find prototypes from geometry, and with the help of graphs, you can increase your understanding of algebra).

3.Do more questions and think more (don't just do it, think about why you did it and what knowledge you used after doing it).

4.Be confident (only by trying a few more methods will you increase the likelihood of a successful solution).

Mathematics is all about thinking, if you don't do well in mathematics, don't worry too much, because this will make you very passive in learning mathematics, and you are likely to lose interest in learning mathematics, which is not good for your future learning.

Usually in class, you should listen carefully and have a deep understanding of the content of the textbook, although I am saying this, you may not understand it very well, because the method mainly depends on your own exploration, in order to find a method that suits you. It may be easy to know how a problem is solved, but it is important to know why it is solved the way it is.

The questions in the graduation exam are generally basic, and only the last question can be solved by using your brain. So as long as the foundation is solid, you don't have to worry about learning well in normal times.

You don't need to memorize concepts, the key is to master the method, and look at the questions taught by the teachers who have done it. Good luck.

This is the finale question of last year's primary school to junior high school exam here, you try to do it first, I hope it will help you:

Mathematics A job is completed in 50 days by A alone, and 90 days by B alone. A works 5 days and rests 2 days, B works 6 days and rests 1 day, how many days does it take for two people to cooperate? (Two answers).

I'm like you, especially since sixth grade, and I haven't ever gotten a perfect score.

I always want to be careful, but I can't be careful!!

Let's go with the flow

Math --- do more questions!! I don't know how to ask the teacher right away!!

The first is to understand the solution strategies of various knowledge, usually do more questions, pay attention to the summary, and think about what knowledge it tests you after completing a question. When reviewing, connect the knowledge into a network, have a general concept, and you can draw your own knowledge structure diagram, which is helpful to understand. In my personal experience, I can try to explain the problem to others, and only when the explanation is understood by others, the understanding of the problem is not only the degree of doing the problem.

The main reason is that many students can't understand the laws of mathematics, so they can't learn mathematics well.

In the process of learning, every student will encounter a variety of pressures. But for many students, there will be a phenomenon of not learning mathematics well. As a result, I will have a lot of pressure in the process of learning mathematics. <>

Unable to understand the laws of learning.

In fact, for many students who do not learn mathematics well, it is mainly because they cannot understand the laws of mathematical content. Because every unit of mathematics basically has a specific law. Only after understanding these laws can you have a relatively relaxed state in the process of learning mathematics.

These students are unable to understand the laws of mathematics, so it can be particularly difficult to slip while learning mathematics. <>

I didn't pay attention to the lecture during the class.

The second is that I personally think that some students are in a state of half-heartedness when the math teacher is lecturing. Therefore, the mathematics scores of these students have not been very high, after all, only in the process of listening to the teacher's lectures, maintaining a more attentive state can they learn the content of the textbook well. Therefore, no matter at any time the students who are not attentive to the class, the academic performance will always be relatively poor.

Even when taking the exam, I have a feeling of confusion. <>

Learning math well is not a difficult task.

In the end, I personally think that as long as you are learning mathematics, you can understand the laws of mathematics through your own ability. In addition, when the math teacher is lecturing, listen carefully to the class, and after encountering a math problem that you don't understand, you choose to ask your math teacher for advice as soon as possible. In this state of learning, you will be able to have a relatively good math score.

After all, in the process of learning any knowledge, as long as you learn in a more correct way, and maintain a positive attitude. You will definitely be able to learn useful knowledge for yourself.

There is no mathematical thinking. Learning mathematics well is not like rote memorization like Mu Feng in liberal arts, but to cultivate a kind of logical thinking and learn to draw inferences from one another, so that you can get twice the result with half the effort in learning.

Mathematics is not good, but it can be because the previous mathematical foundation is relatively weak, and the grasp of knowledge points is not thorough enough, resulting in confusion of knowledge, and there is no idea for doing problems, which is more dependent. It's rough.

Because many children are used to memorizing formulas and solving problems in a fixed mode under the impetus of test-taking education, and many children are not good at thinking and have resistance to mathematics.

In view of the situation that the little divine beast is about to be promoted to the beginning of the year, the following are some effective methods and suggestions::

1.Make a study plan. It is advisable to make a detailed study plan, including the study tasks to be completed each day, as well as the learning goals for each week.

This helps the child to have a clear plan and goals for more effective learning. At the same time, you can also give children rewards and encouragement after completing learning tasks.

2.Establish good communication with your child. Parents should establish good communication with their children, understand their children's learning situation and problems, and give timely support and guidance.

3.Create a good learning environment. To create a good learning environment, including a quiet space for learning and late study, cute learning tools and enough light to slow down, this will help improve children's learning motivation and efficiency.

4.Use gamification in education. There are educational games and apps that can be used to teach children knowledge and skills in a more fun way. This helps to increase the child's interest and motivation to learn.

5.Pay attention to your child's interests and hobbies. In addition to school homework, you can pay attention to your child's hobbies, such as reading, painting, etc., and learn relevant knowledge and skills in an interesting way.

Proper planning of learning tasks has the following benefits for children:

1.Establishing a learning plan can help children better organize their learning and enhance their self-management skills.

2.Reasonable planning of learning tasks can make children more focused on learning and improve learning efficiency.

3.Planned learning can reduce children's anxiety and increase their self-confidence in learning.

4.By planning their learning tasks properly, children can improve their learning and time management skills, which will help them in their future studies and work.

In short, parents should establish good communication with their children, make detailed learning plans, and create a good learning environment to help their children learn better, improve their own abilities, and meet the challenges of elementary school and junior high school.

1. The study of mathematics focuses on thinking, and the highest level of mathematics is to draw inferences from one another. It is naturally not easy to achieve this state, my method is to compare different questions applied to the same method, summarize their similarities and differences, and after thinking about it, I will naturally have an extraordinary understanding of it;

2. Establish a collection of mistakes, specially used to collect your own mistakes, collect your armpits into a fur, take it out when reviewing, your state will reach a very good level, and you will be able to get ideal results in the exam;

3. Do mock papers before the exam, the test papers are almost the best with the real questions, increase self-confidence and better adapt to the examination room;

4. Flip through the book frequently, recall the vague concept immediately, and mark it.

Regarding mathematics, the key is to increase the interest in learning mathematics, and if you are interested in something, you will not feel bored when you learn it, and you will learn it well. The focus is to master the feelings, theorems, definitions, formulas and knowledge points, see more question types, do more exercises, master the method of problem solving, you can summarize a wrong question book by yourself, figure out the missed questions, how they are wrong, what the correct solution method is must be understood, and put an end to mistakes caused by sloppiness, whether it is calculation or proof, whether it is homework or exams, it is necessary to be careful, and the questions that will be done can not be wrong, which is obvious for improving grades. Make up for the weak links, the coherence of mathematical knowledge is very strong, which link is not mastered, it will cause difficulties to the later learning, while learning, you must make up for the weaknesses of the previous knowledge, if necessary, you can also ask someone to teach one-on-one.

The most important point is that the pay and the return are directly proportional, there is no shortcut to learning mathematics, see more, do more, practice more, as long as you work hard, pay more hard work and sweat than others, your grades will improve faster than others! So go for it! I wish you excellent results!

The teacher should be serious when talking about those formulas, as long as he is serious, he doesn't have to listen to the workbook. Also, you can't be sloppy in the exam, you must concentrate on reviewing the questions, and check several times after the exam.

Listen in class, complete homework independently after class, ask if you don't understand That's how I used to learn math.

Listen carefully, understand the type of questions, learn how to solve the problem, and do more type exercises until you master the solution ideas of this type of problem, so that you can draw inferences from one another.

Let's do the questions, just do more and do more.

In fact, it mainly depends on the basic definition, the formula.

No matter what kind of subject science is, you need to think about the meaning of basic quantities and units.

Hope it helps.

If you simply talk about calculations, including abacus, mental arithmetic, oral arithmetic, etc., practice a lot, practice makes perfect, and it will naturally be fast. Some university majors do not need to study mathematics, such as clinical medicine and other majors, and do not have contact with numbers for a long time, and their numeracy ability may be weakened. Most college students have to study advanced mathematics, statistics, probability theory, linear algebra, etc., focusing on cultivating students' thinking ability, only calculating may not be able to solve the answer, requiring analytical ability, knowledge of various theorems.

Therefore, it is normal for some people who graduated from primary school to be faster than college students, with the expansion of university enrollment, the merger of two or three books, etc., there are more and more college students, and the quality is no longer as high as a few decades ago, college students include undergraduates and junior college students, 80% of the people who take the college entrance examination every year can go to college and become college students, so the quality and ability are not very high.

It depends on what the calculation is, if it is just an ordinary addition, subtraction, multiplication and division, it does not require too high a degree of education, and after a long period of training, the calculation speed can completely exceed that of a college graduate, but if you let a college student majoring in mathematics come to some advanced mathematics problems or college graduates can calculate quickly.

Primary school students have been doing problems for a period of time before graduation, for example, if primary school students do problems, they are dozens of dozens of questions (pure arithmetic questions), so they are very sensitive to numbers, unless college students are specialized in mathematics, they usually have little time to practice mathematics, and the speed of arithmetic is faster if they are often calculated, and on the contrary, if they are not often calculated, the speed of calculation is naturally slower.

Practice makes perfect, and if you practice more, you will naturally be faster.

Mathematics in primary school is one of the compulsory subjects, so it is necessary to study mathematics seriously from elementary school. So, how can you learn primary school math well? Here are a few methods for reference:

1. Pay attention to listening and lectures in class, and review in time after class. The acceptance of new knowledge and the cultivation of mathematical ability are mainly carried out in the classroom, so it is necessary to pay attention to the learning efficiency in the classroom and seek the correct learning method. During class, you should closely follow the teacher's ideas, actively think about the following steps, and compare your own problem-solving ideas with what the teacher said.

In particular, it is necessary to grasp the learning of basic knowledge and basic skills, and review them in a timely manner after class without leaving any doubts. First of all, it is necessary to recall the knowledge points taught by the teacher before doing various exercises, correctly grasp the reasoning process of various formulas, and try to recall as much as possible without using the act of turning the book immediately if it is not clear. 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.

In each stage of learning, it is necessary to sort out and summarize the points, lines, and surfaces of knowledge to combine and weave them into a knowledge network and incorporate them into their own knowledge system. 2. Do more questions appropriately and develop good problem-solving habits. If you want to learn mathematics well, it is inevitable to do more problems, and you must be familiar with the solution ideas of various types of questions.

At the beginning, you should start with the basic questions, take the exercises in the textbook as the standard, practice repeatedly to lay a good foundation, and then find some extracurricular exercises to help you develop ideas, improve your analysis and solving skills, and master the general rules of problem solving. For some easy-to-make questions, you can prepare a set of mistakes, write out your own solution ideas and the correct solution process, and compare the two to find out your mistakes, so as to correct them in time. In normal times, it is necessary to develop good problem-solving habits.

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. Practice has proved that when it comes to critical times, the problem-solving habits you show are no different from your usual practice.

If you are casual, careless, careless, etc., you are often fully exposed in the big exam, so it is very important to develop a good habit of solving problems in ordinary times. 3. Adjust your mentality and treat the exam correctly. First of all, we should focus on the three aspects of basic knowledge, basic skills, and basic methods, because the vast majority of each exam is also a basic topic, and for those difficult and comprehensive topics as an adjustment, think carefully, try to figure yourself out, and summarize after completing the questions.

Adjust your mentality, make yourself calm at all times, think in an orderly manner, and overcome impetuousness. In fact, primary school mathematics is not necessarily difficult, and mastering the method also has the secret of rapid improvement.