I m a freshman in high school, and my math foundation is 0, is there any good way to learn math well

First of all, despise copying party ......Personally, I think that I should first look at the definition of theorems and formulas in the book, and then try to do the example problems in the book according to my own understanding, and then compare the answers to the example questions to see what is different from my own understanding, and then ask others for advice, and finally do a few questions. This method is suitable for non-high school juniors (just my opinion). It doesn't matter if it's 0 foundation, confidence is important.

1. Create a mathematical system

Before preparing for the exam, turn the book once, the key is to look at the title of the article, there is also a general table of contents, and many definitions of advanced mathematics are left with a basic imprint, creating a basic knowledge framework. You don't need to understand it, you can leave a basic impression!

Don't get bogged down in the abstract laws of the textbook and the complicated calculations and inferences of formulas, or you will quickly lose your way, stagnate, or even abandon immediately.

2. Teaching materials

If you're a beginner in math without any foundation, then sorry, you need to do a good job of bearing loneliness and endure loneliness and boredom. Obtain the content of the textbook, from the general table of contents to the last page, and read it carefully.

If you have a feeling that there is nothing in your mind while studying the content of the training materials, please turn to the homepage and read it again. The above laws and formulas are calculated, and understanding is dominant, followed by memory.

When learning the content of the training materials, the most important thing is to do practice questions and after-class practice questions, the exercises in the book are the only way for you to advance the basic knowledge, and the exercises will have a process of answering the questions, which are usually more delicate than the real exam questions. It is necessary to see through and understand what you want to see, and analyze the cause and effect of each process in the practice questions.

Students with conditions can follow the online course and find a reliable advanced mathematics course, but it is difficult to think of it. The main benefit of following online courses is that it is much more efficient than preparing for the exam alone.

The teachers are all battle-hardened teachers, and even some teachers used to be the ones who produced the papers, and he was clearer than us about what was the key and what was not, so he had enough money and proposed to follow the online course. According to their own situation, keep up with the rhythm of learning and training. For example, after listening to the teacher finish the definition of the law, pause to review and summarize the main points of knowledge; In the case of practice problems, do it yourself according to the laws you just learned.

3. Focus on basic knowledge

It is not an exaggeration to say that 80% of the students in the unified admission college are all basic knowledge, and the same is true for math courses. In previous years, there were so many knowledge points that were repeatedly tested, such as limits, derivative functions, integrals, linear differential equations, etc., and the questions were relatively prosaic, but there were many formula calculations that could help you prepare for the exam, and there were no difficulties for students.

4. Do questions

The most important thing in learning mathematics is practical activities, and any learning and training without brushing questions is all nonsense. It's not that memorizing formulas and calculations isn't important, it's just that preparing for math lessons should be revisited at the end of the exam.

It's best to be able to look for real questions from advanced mathematics exams from the last ten years. Starting from the real exam questions in the earliest era, the closer it is to the present, the greater the practical value of the real exam questions, and it is not even impossible to encounter the real questions.

In the last few days of the exam, I took out many hours to brush the real exam questions again, pay attention: you must choose the kind of real exam questions that find the answer, otherwise there will be no feedback on the test, and the actual effect will be greatly affected.

1. In fact, mathematics is not difficult, it is enough to master the basic concepts.

Don't buy anything like "** Heaven Improving Mathematics", "One Problem with Multiple Solutions", etc., and don't buy any Huanggang Art of War, it's difficult. Be sure to pay attention to grasp the basic things, the basic concepts.

3. Read the book carefully and read the content of the book thoroughly.

4. There are also exercises at the back of the book, which must be fully understood.

5. In short, the key lies in the textbook.

Hello, middle school math is the foundation of high school math, and if you don't have a good foundation in middle school math, high school math becomes very difficult. However, as long as you are willing to study hard and master the basic knowledge of mathematics, you will definitely be able to achieve good results in high school mathematics. First of all, you need to find a method that works for you.

You can improve your math skills by studying on your own, by consulting a teacher, or by attending a cram school. Secondly, you need to develop an interest in mathematics so that you can better understand and master mathematics. Finally, you need to study consistently, keep practicing, and improve your math skills.

In short, students with 0 foundation in junior high school mathematics can also achieve good results in high school mathematics, as long as you have enough perseverance and determination, keep studying hard, overcome difficulties, and believe that you will be able to succeed.

If you don't have any foundation in mathematics but want to study advanced mathematics, here are some suggestions:

Build a solid foundation: Before studying advanced mathematics, make sure you have a solid grasp of the fundamentals of secondary mathematics, including algebra, geometry, functions, trigonometry, and more. If you are not familiar with these concepts and techniques, you can strengthen your foundation by attending math tuition classes, self-study textbooks, or educational platforms.

Learning Sequence: Divide the content of Higher Mathematics into appropriate modules and study them in a step-by-step manner. Common topics in advanced mathematics include limits, derivatives, integrals, differential equations, and more. Make sure you understand each topic clearly, and then dive into the next topic step by step.

Find high-quality learning resources: Choose beginner-friendly textbooks, tutorials, or courses. Refer to some classic advanced math textbooks, or look for some concise tutorials for beginners.

Practice & Practice: Mathematics requires hands-on practice and lots of practice. In the process of learning, it is important to practice exercises to strengthen the understanding and application of concepts and skills. Find a workbook that suits your level and pace and actively answer the questions in it.

Ask for help: If you're having trouble studying advanced mathematics, don't hesitate to ask for help. You can ask your teacher, classmates, or math enthusiast for advice, or you can participate in math study groups or forums to communicate and discuss problems with other learners.

Persistence and continuous learning: It takes time and sustained effort to master the school. Make a study plan to maintain a certain amount of math study every day or week, stick to it and maintain a positive attitude towards learning.

Remember, mathematics is a discipline that is built up gradually, and requires constant practice and consolidation. Through systematic study and a lot of practice, you can gradually build up the basic knowledge and skills of advanced mathematics.