If you are not interested in mathematics and have a poor foundation, how can you learn mathematics w

Change your math teacher, or find a way to fall in love with a math teacher.

There's no way, you don't like to learn yourself, who can force you to what extent.

In the classroom, it is especially necessary to grasp the learning of basic knowledge and basic skills, and review them in time after class without leaving any doubts.

First of all, before doing various exercises, you should recall the knowledge points taught by the teacher, correctly grasp the reasoning process of various formulas, and try to recall instead of turning the book immediately if you are not clear. Complete homework conscientiously and independently, be diligent in thinking, and for some problems that are difficult to solve for a while due to their own unclear thinking, you should calm down and analyze the problems carefully, and try your best to solve them by 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.

1. If you want to learn mathematics well, it is necessary to do more problems, and be familiar with the solution ideas of various types of questions.

2. 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 develop ideas, improve your analysis and solving skills, and master the general rules of problem solving.

3. For some easy-to-make questions, you can prepare a set of mistakes, write your own solution ideas and correct solution process, and compare the two to find out your mistakes, so as to correct them in time.

4. Develop good problem-solving habits in ordinary times. 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 the foundation is not good, the first thing to learn mathematics is to rebuild the foundation. Otherwise, the more you learn, the more you can't learn, and you will find that what you learn is only superficial, and you can't learn more in-depth things, so if you want to learn mathematics well, you have to re-lay a solid foundation.

1. Insist on developing good study habits.

Good study habits should be cultivated from primary school, do a good job of pre-class preview, listen carefully in class, and review after class, so that the day's learning knowledge can be well absorbed, and you can keep up with the teacher's ideas in time.

Use your brain more, don't always memorize formulas, mathematics is a very logical subject, usually use your brain more, ask more questions, and learn to draw inferences. If you don't understand, ask questions in time, don't pile up questions all the time, that will only accumulate more and more knowledge points that you don't understand.

2. Insist on sorting out the wrong questions.

Some people do not have a good habit of making mistakes, copying all the wrong questions, but not understanding the wrong questions in time, and the next time they encounter the same wrong questions, they will be wrong, which is an invalid set of wrong questions.

People who are good at mathematics should sort out their mistakes in order to review them later, understand where their weaknesses are, and check and fill in the gaps in time, so that they can lay a solid foundation step by step.

If the foundation is not good, then you have to rebuild the foundation. Then solve the exercises in your textbook one by one. Because the questions in the book are the most basic and the easiest. This will make your foundation stronger.

If the foundation is not good, lay the foundation.

But you can't wait for everything to start when you've laid the groundwork.

Playing while learning, as long as you have the heart to actively ......

Feel: Good at thinking.

It's better to do your homework on your own (there is more than one road to Rome, cars, planes, ships, ......So there will be a lot of ways to think about it)

Break down the difficulties into small ones:

The concept of professional nouns is not known.

The logical relationship is not clear.

The mathematical language format is not known.

Whether there is a lack of interest and patience.

Still lack ......Ability.

That's all that comes to mind).

1. Listen carefully to every lesson.

2. Take math notes, especially the understanding of different aspects of concepts, as well as typical example problems.

3. Establish a mathematical error correction book. Write down the knowledge or reasoning that is easy to make mistakes in ordinary times to prevent further mistakes.

4. Memorize mathematical rules and mathematical conclusions. High school mathematics does not rely on rote memorization, but it does not mean that it is not memorized, the basic rules and conclusions must still be memorized, and if you are proficient in memorization, you will naturally be able to use it flexibly.

5. Do some mathematics extracurricular problems on the basis of ability, and increase self-study.

6. Consolidate repeatedly, eliminate learning and forgetting.

Make up the basics as you learn. When learning each knowledge point, you must ask yourself why, you can't memorize it, such as how this theorem is proved, you must understand the ins and outs, and go back to tutor the corresponding basic content if you don't understand.

Usually ask teachers and classmates.

Lay a good foundation and learn new content at the same time.

Elementary and junior high school math is easy to learn and is a preparation for high school math. Therefore, you can't be lazy in learning, and you should be down-to-earth step by step.

Listen to the lecture first, and then do more exercises to consolidate.

The foundation is not good, of course, it is necessary to lay a solid foundation, because the foundation is not strong, the ground shakes, so you know that your foundation is not good, then start from the foundation again, I am sure that the book is read a hundred times, and its meaning will be seen by itself.

2. Do more questions appropriately and develop good problem-solving habits.

If you want to learn math well.

It is inevitable to do more questions, and be familiar with the solution ideas of various question types. Just start with the basics.

Question to start.

I am a sophomore liberal arts student ......Since childhood, mathematics has been very poor, and the level of fifty or sixty points in primary school is fifty or sixty, and it is rare to pass in junior high school. After I went to high school, I couldn't keep up at all, obviously I read the textbook many times, but the teacher still didn't understand + couldn't keep up, and I felt that the whole class understood only I was confused. After class, the writing practice is almost only the first question (sometimes even the first question is wrong), almost every question has to be asked if you ask the teacher, and the teacher has to explain a question many times before I understand, and then if the question is varied, I still can't write.

I think it's because I can't keep up because I don't have a good foundation, so I want to know how to remedy a poor foundation in mathematics like mine ......I also want to know what teaching materials other than textbooks are suitable for a ...... like me who has a poor foundation

Although I knew it would be difficult, I still wanted to try to raise the math to a hundred points before the college entrance examination, and now math is the subject that I am most lagging behind......

I think there are two reasons for the poor foundation, one is that I am not very interested in mathematics, but I have not found a way to learn mathematics.

Interest is a thing, that is, you have to have a sense of accomplishment in doing math problems, and secondly, the method is very important, you can't blindly brush the questions, you must be targeted.

What is called pertinence, do a question hundreds of times, obviously this is not. So what is it?

For example, if you understand ten methods in one problem and reduce ten methods in one force, you will fall in love with mathematics if you have thinking and logic.

Answer: If you don't have a good foundation, you can learn math well.

Lay the foundation first, like going up the stairs, step by step. Mathematical knowledge is coherent, and only when you learn 1 can you learn 2 ,......

Cultivate your spirit, listen attentively, review in time, practice carefully, summarize regularly, and practice makes perfect. - Simple, right?

How can I learn math with a bad foundation? You don't need any foundation to start math from scratch, you can learn it well as hard work.

Personal advice: If it helps, thank you!

1.Let's start by looking at the textbooks. You don't have to look at any messy teaching aids, any tutoring materials, everything is in the textbook.

Understand the contents of the number. Which chapter, which section, what is said, you have to read to understand, in fact, mathematics you understand the content it introduces, just like playing a game, you know its rules first.

2.Look at the sample questions in the book. Since the foundation is poor, don't brush any extracurricular questions first, the example questions in the book are matched with the content of each chapter, that is, you can finish reading a section of the book, just go to see how his example questions are written, what methods are used, read more, naturally have ideas, and will write questions.

3.Look for foreign help. You can ask the people around you who have good grades, or you can ask the teacher. You can also ** some brushing software, brushing questions, if you don't know how to do it, submit it directly, and then look at the analysis, I did it in the high school entrance examination, math 132

If the foundation is not good, it is natural to lay a good foundation first, the foundation is like the foundation of the house, the foundation is like the foundation of the house, there is no solid foundation, how many floors you build above it are in vain, and it may collapse at any time, so it is recommended to lay a good foundation and then learn others.

The poor foundation of mathematics is first manifested in the fact that the basic knowledge is not solid, and the understanding of definitions, theorems, inferences, etc. is not enough. Through the analysis of the wrong questions, you can deepen your understanding and find out the weak points. The other thing is to do more questions, and you will naturally know more types of questions in your heart.

Finally, if you have time, try to use a variety of methods to solve the problem, expand your own ideas, and improve your problem-solving ability.

Write the same and similar questions in a notebook, and then find the answers, try to understand and copy them, and see what those topics have in common, and then **, just start. For example, extremes, monotonic intervals, monotonicity, analytical, (this type of question is in the same place in the college entrance examination paper) actually have a common way to solve the problem, you can try it. And this method is a method that I really don't know how to get points from ** in the end, so I combine the college entrance examination papers with the answers to other questions.

But my math score wasn't high enough to be high. But you must get more points for the basic questions.

It is recommended that even the proof question of the graph will be solved in the first question.

Everyone has a different understanding of that trigonometric function, and I find it difficult anyway. There are also some questions that are sent to the score, and then the elliptical hyperbola or something, to be familiar with. At least be able to figure out that equation.

But I didn't seem to have come out of the college entrance examination. Then the y square = cosx, x square = siny, and the same formula as p should also be remembered, and the multiple choice question will get more points. Fill in the blanks and get points if you can.

Isn't there that linear equation? You have to figure it out, too. I'm a liberal arts student, and I don't know that the content of my college entrance examination is different from yours.

Make a volume, while reading the answer and copying it, think about why you write it this way when copying, and brush a few more sets will have obvious effects.

Mathematics is regarded as one of the most basic disciplines in many countries around the world, because it can cultivate a person's most basic logical awareness and ability.

The most fundamental reason for the poor foundation of mathematics is that children's logical awareness and thinking are not possessed or insufficient. The existing math textbooks in our country are still very good: they develop this awareness from the most basic operation (counting sticks), from addition to subtraction, and then from multiplication to division.

In this process, some of the most basic logical thinking or will is actually cultivated. After that, the learning is basically to introduce the formula one after another and then practice using it, which in turn proves the premise of the next formula.

Children don't have a good foundation in mathematics, so don't worry. Calmly analyze whether the child is not in the most basic logical thinking or cannot remember the formula? Or is the formula used incorrectly?

Wait a minute. Then there is a target, and it will be effective to strengthen the deficiencies. It's best to do it yourself and be patient.

Don't ask for tutoring or consulting experts or anything, because it's not the people you pay or find that should know about your child, it's his parents.

First decide on the idea of improving or solving the problem in this way, and use whatever method the child likes, and strive to achieve a targeted education, and a happy to learn. This kind of situation will not only allow you to solve the problem, but the friendship between the child and the parents will also be deeper in the process, so that the child's success will bring him greater confidence and accumulate capital for the future life.

Grasp the basic formulas first, and then do more practice questions to find the feeling in the practice.

Listen carefully in class and do more practice questions. No, ask your classmates and teachers.

Do more questions appropriately, find a good reference book, and there should be a detailed combing of the course content, exercises and exercise solutions.

You should prepare well before class, listen to lectures in class, review in time after class, and see more questions. If you have confidence, you will like it. Pay attention to the more you give, and you will definitely be rewarded.

Math and mathematical thinking are very important, both at your current age and in your future job, so be sure to study hard.

I didn't really like math when I was in elementary school, but now in junior high school, I fell in love with math uncontrollably. Why? The reason is simple, because I admire my current math teacher.

Moreover, he also appreciated me and made me a representative of mathematics. In this way, I will study more seriously, and my grades will naturally improve. So I prefer mathematics.

It's a virtuous circle.

Pay attention to listening to lectures in class, and review them in time after class.

Do more questions appropriately and develop good problem-solving habits. Adjust your mindset and approach the exam correctly.

The answer is yes, although people who like math should be more relaxed and enjoyable to learn, after all, interest is the best teacher. But even if you don't like it, you can learn it well. Let's talk about the relevant theories about motivation.

People are driven by internal or external motivation when they do things, and the same is true for learning. The so-called internal motivation is to like it from the heart. For example, some people just like math, while others like English.

This heartfelt love is undoubtedly a huge help for learning. If you like this subject, you will deeply enjoy exploring knowledge. Learning will no longer be a pain, but a path and a means to satisfy your inner curiosity.

But if we only rely on internal motivation to learn and live, many problems will inevitably arise. Because some people just like to eat, drink and have fun by nature. So, external motivation is also important.

The so-called external motivation is the external reward you receive for doing something, such as money, such as the affirmation of others, etc. It's like a lot of people don't actually like their jobs, but they still have to do it in order to make a living. The same is true for learning mathematics, although I don't like it, but I have to take exams, and if I don't study well, I can't get into a good school.

Because of these external purposes, we must also learn well.

Take myself as an example, I just don't like mathematics, but in order to go to a good university, I still have to work hard to memorize formulas and do exercises, and finally the college entrance examination mathematics is 130 points. When I entered college, I wanted to take a public elective course in calculus, and I didn't have any interest in it. However, the number of credits in calculus was very high, and it had a great impact on the final weighted average score, so I had to continue to study hard.

Every time I go to class, I go to grab a seat in the first row, and when I encounter a question that I can't do, I quickly ask my teacher and classmates, and finally I do well in the test.

Therefore, not being interested is not an excuse for not studying well, but a reason to work harder!