I feel that learning mathematics is really difficult, why do I think it is difficult to learn mathem

Hehe, I don't know how far you've learned, but your feeling is correct: math is really hard.

Have you ever wondered what kind of subject mathematics is? It is no exaggeration to say that mathematics abstracts everything in nature in the end, and expresses it in formulas, have you ever thought about drawing a tree with a set of mathematical equations? Is it not difficult to learn such an effective subject?

Mathematics is an essential tool for all scientific research, and research results need to be expressed in mathematics. All kinds of high-tech scientific and technological achievements depend on the application and development of mathematics.

I think the greatest thing is that it's amazing that our ancestors invented such an amazing tool as mathematics. From 1234 onwards, to equations, to geometry, to advanced mathematics, logical algebra, and other branches.

Therefore, math is a must. However, with the foundation of our predecessors, we may not be able to learn how proficient we are, but it is still no problem to learn the basics.

After talking nonsense, the landlord will give an example to talk about what kind of problems you find difficult, right? Hehe.

Before class, you should do a good job of preparation and complete a small amount of exercises; Listen carefully in class and actively keep up with the teacher's thinking; Review and summarize well after class, and then practice. It's going to be fine.

Do more and practice, practice makes perfect!

Practice more!! Math is fun.

Cultivate your own abstract thinking.

The reason why mathematics is difficult is that I think the following aspects:

First, the mathematical concepts are abstract and the theories are complex. Mathematical concepts and theories are abstract and need to be understood and transformed, which can be difficult for many people. Especially for beginners, it takes time to become familiar with unfamiliar abstract concepts, which inevitably leads to a sense of difficulty.

Second, there are many formulas and rules. There are many theorems, formulas and operation rules in mathematics, which require You Kaiyu to memorize and understand and Sun Jiao to apply. However, there are many contents, and it takes steps to apply, which increases the burden of memory and comprehension, and I am at a loss when solving problems.

Third, the logic is rigorous. Mathematics is a logically rigorous discipline, and many concepts and theories are derived from more basic deductions. Therefore, learning mathematics requires strong logical thinking and a clear grasp of logical relationships and processes. Overly rigid logic can be difficult.

Fourth, the application of knowledge and the tracking of new problems. It is not enough to understand concepts and memorize rules, but also to constantly apply them in solving new problems. However, solving new problems requires the application and tracking of existing knowledge, which requires a certain amount of learning and thinking ability, and also increases the difficulty.

In summary, the difficulty of mathematics lies in the complexity of its abstract theories, the variety of rules and formulas, the rigor of logic, and the need to constantly track new problems in the application of knowledge. This requires learners to have strong comprehension, memory and logical thinking skills, and a lot of time to understand practice. But that's the beauty of mathematics.

Only by gradually understanding and mastering it can we appreciate its beauty.

It can be seen that the key to truly learning mathematics lies in two points: first, invest enough time to understand mathematical concepts and theories, and be proficient in memorizing formulas and rules. Understanding is the cornerstone, and memorization is the method.

Second, a large number of practical applications can be used to solve more problems. Theory is linked to practice, application and tracking, and knowledge is internalized. Math is difficult because of its nature, but it is also so interesting.

To learn mathematics, you must have the courage to face difficulties, devote concentration and time, and appreciate the splendor and subtlety of it.

The reasons are as follows: First, the center of learning mathematics is the pain center of the human brain.

In other words, feeling pain like a pinprick is the same area of the brain as processing numbers. Some people have a headache when they learn mathematics. This leads to an innate evasive response to mathematics, and the more you escape, the harder it naturally becomes to learn.

I've seen people practicing calligraphy, dancing, and writing poetry in their spare time, but I've rarely seen anyone studying mathematics in their spare time.

Second: the field of mathematics is very broad. The average person doesn't know how to start.

Because of the confusion within the mathematical system, it is difficult to learn. To learn mathematics, you have to figure out what all kinds of confusing symbols mean. If you haven't been exposed to mathematics, you will be amazed when you see those symbols.

The main thing is to do a question not to do a question, but a type of question. To thoroughly understand the key points of this type of question, only in this way can you be considered to be able to do this type of question. The second is that you're too nervous.

So that the same type of question will not be deformed slightly. In fact, as long as you calm down and read patiently, you will still make it, and maybe you will have the experience of doing it again without reading the answer.

As long as you master the method and use it regularly, it is not difficult.

The general way to deal with practical problems, solving equations is a powerful means of solving practical problems. Therefore, the key is to be able to build and solve equations proficiently. This method of solving the problem is what I call the four-step process

1 。set unknowns; (Generally the number sought is unknown).

2 。Equations are established according to the topic; （*

3 。solving equations;

4 。Test, and answer.

If you do these four steps well, you will have completed your merits.

2。Easier said than done. The difficulty lies in the word "inscription". So analysis is key. To do this, it is necessary to work on the doctor, look at the type and do the problem.

If you find it difficult to solve the problem, you may wish to take a few here and give you an analysis. It is my pleasure and honor to be able to solve problems for students who are eager to learn. What's more, there are many masters here, and they will be happy.

It is not difficult for those who will be difficult, but it will not be for those who are difficult.

Just memorize all the formulas and concepts (including definitions, property theorems, and decision theorems).

Then, in the process of doing the problem, pay attention to the summary method and learn to draw inferences.

During the exam, you should also look at the problem as the proposer and figure out what the proposer is testing.

And you have to be interested in learning math, because math is the foundation of science.

If you're not interested in math, you'll find it boring.

Don't indulge in the sea of questions, of course, doing more questions can increase your knowledge.

It's important to note that it's best to make a collection of mistakes and accumulate what you have missed.

Look at it until you are familiar with it.

Mathematics is not difficult, the emphasis is on laying the foundation in the first and second years of high school, finding skills in the third year of high school, doing questions appropriately, don't engage in problem sea tactics, the most important thing is to come back and reflect after doing the questions, master the problem-making skills, and learn to draw inferences.

In fact, there are only a few types of questions in the exam, and the form has changed, but the essence is the same.

I'm in my senior year of high school, and our math teacher is one of the best math teachers in the whole school and in the city, and it's a pleasure to study with him, and it's a great pleasure to learn math when you do it.

Let's take a good look and experience the joy that you can't find anywhere else.

Hello, it's not that it's hard to learn, but it's that I'm not interested in him. You must be interested, study hard, and practice more.

Listen carefully in class and memorize some theorems and formulas. Understand the example questions in the textbook. Do a lot of exercises and learn to use them flexibly.

For example, if you are asked to find the degree of an angle, you should think of the following (to the apex angle, equilateral triangle, right angle, flat angle, inner angle, outer angle. When you encounter a problem, don't give up, analyze carefully, find a breakthrough point, and when you make it, you will have a sense of success.

Do more problems, use your brain more, observe more, and you will find that mathematics is actually wonderful and fun.

This should be related to the thinking habits of the human brain, the division of labor between the right hemisphere and the left hemisphere is different, and the effective development of the right hemisphere or the half of the brain can improve the interest in a certain aspect, so as to become interested in mathematics. It's not that hard to have an interest.

Because the basics are not well played. Many math problems are a combination of various knowledge points. Therefore, it is difficult to solve mathematical problems without mastering various knowledge points.

Mathematics focuses on rational thinking and logical thinking, especially creativity is very important, and creation is the most headache, so it is naturally difficult.

It is not difficult for those who will be difficult, but it will not be for those who are difficult.

As long as you memorize all the formulas and concepts (including definitions, property theorems and decision theorems), and then pay attention to the summary method in the process of doing the questions, learn to draw inferences from one another, and look at the problem as the proposer during the exam, figure out what the proposer is testing, and be interested in learning mathematics, because mathematics is the foundation of science, if you are not interested in mathematics, you will feel that it is very boring.

Don't indulge in the sea of questions, of course, doing more questions can increase your knowledge.

It's important to note that it's best to make a collection of mistakes, and accumulate what you have missed, until you are familiar with it.

It's very simple, because math is a brain exercise, and some people are born with fast brains, and they don't need to be clicked to master the method of learning math and become a blockbuster. However, some people can actually reach the level of the first type of person with diligent exercise, but they always think that they are not the material for learning mathematics. So I gave up lightly.

This is because of psychological negativity. And then there is because I don't think deeply, thinking not about how to do the questions, but about the ideas used in this kind of questions.

There are also some people who underestimate the subject of mathematics and think that mathematics is nothing more than a low-IQ "game" of 1+1=2. In fact, the reason why mathematics in primary schools teaches arithmetic is because arithmetic is calculation, and mathematics is a concept, and whether this concept is difficult to understand or not varies from person to person. If you understand, you will learn; If you don't understand, it's hard to learn.

In addition, to learn mathematics, you must learn to integrate various mathematical ideas, and you must be familiar with all aspects of basic problems. Because no matter how difficult the question is, it is also composed of basic concepts, the so-called ever-changing is inseparable from its origin, and it is mastered "zong"; No matter how "change", you are not afraid.

Then there is the analysis of a question, don't make the steps more important than the method and thought, the meat is fragrant because there are bones, and this "bone" is the "backbone" of a question or a class of questions.

I think this way because mathematics needs to use many formulas, and these formulas need to be learned and put into practice, but when learning mathematics, you need to pay close attention to it, and if you get distracted, you won't learn it well.

Difficult and easy bai are opposites.

Saying that a certain discipline is difficult, then zhi is also relative.

Other disciplines say that mathematics is difficult, too.

The content is relative to Chinese, English, Politics, Physics, and Chemistry. and other disciplines.

Why is math so difficult in comparison?

It is because mathematics is a discipline based on logical thinking, and other disciplines:

For liberal arts such as Chinese, English, politics, history, etc., the key point is to know what you don't know, and if you know it, you will get a doctorate, and if you know it, you will understand it;

For science subjects such as physics and chemistry, most of them are based on mathematical models, that is, they are developed on the basis of mathematical applications, and the complex part is still the part of mathematics.

What is complicated is nothing more than making your mind too much calculations or too many branches of judgment, which makes it difficult for your mind to think.

The mind is like a supercomputer, when the logic to be calculated or judged is complex, the calculation time will be long, the resources will be consumed, and it will even crash.

Mathematics, on the other hand, is based on numbers and relationships, which can often reach infinity in depth and breadth.

Therefore, I think that math is difficult because it involves logical thinking operations, and these will consume the most resources of your "computer", and you will find it difficult and difficult.

Moreover, you can't change your talent for "computer" computing ability, but you can rely on the acquired diligence to get good grades, of course, it can only be a good score, to become a mathematical genius, mathematical talent is still a necessary condition, but for to.

You believe that you are enough for the Chinese people who are important to the grades.

1.Talent.

Some Bai people are better at counting du

Some people are less good at math, and have talent.

DAO must be related back.

2.Interest. If a person is in a certain answer.

When the person gains a sense of accomplishment, he or she will have a strong interest in that aspect and an interest in studying, so nothing is difficult.

3.Intellectual development.

If you have developed your intellect as a child, such as learning the Olympiad, then you will also think that mathematics is not difficult4Characteristics of the Nature.

Mathematics requires abstract thinking, and most people are accustomed to figurative thinking and naturally find mathematics difficult5Method.

We know that no matter what you study, method is important, and mathematics is no exception, and if you find the wrong method, mathematics will not be easy.

6.Psychology. Psychological influence is also a very important factor, if you often think that math is difficult, gradually, you will really find it difficult.

In short, if you take all the above factors into account, mathematics will not be difficult (look at how serious my attitude is, pure hand-to-hand, the so-called "attitude determines success or failure").

Let's put it this way, almost all of our daily activities are in an unconscious state, and they are all done according to your habitual routine, and you don't ask why, and now you need to know why.

It's like a person who has committed a lot of crimes, and he is full of hatred for the world, and now you want him to learn to love the world and accept the world on his own initiative, which is very difficult.