I am currently in my second year of high school, and the more I study mathematics, the more difficul

Updated on educate 2024-07-23
4 answers
  1. Anonymous users2024-02-13

    I think you can take high school as a new beginning, I didn't like to learn mathematics when I was in junior high school, I always felt that it was difficult, and my grades were not high, but when I was in high school, I suddenly became a strong interest in mathematics, and I changed from not learning to being a good learner, hehe. I suggest that you listen well in math class and don't slip away. It's best to take time out of class to read the textbook before class, and mark out the places that you don't understand, and then ask him (her) after the teacher finishes speaking, I strongly oppose not listening to the class, and the blind question sea tactics after class, the workbook should indeed have, one or two books are enough, the school should be able to send it, don't waste resources.

    If you are not confident enough in yourself, it is best to prepare a small book, write down the key points of the teacher's lectures, concisely, carefully, don't spend a lot of time on taking notes, and, the last point, because it is a course that you are relatively poor, so, you must pay more than others, and you must suffer hardships in order to become a master!

    I hope my advice will be helpful to you as well, and finally, I wish you good results and look forward to your good news!

  2. Anonymous users2024-02-12

    Read junior high school books, or try to understand the example problems in high school books, memorize formulas, and some questions are more similar to example questions. And more, do more.

  3. Anonymous users2024-02-11

    I think you just need to do more and memorize formulas, in fact, you don't need to memorize formulas, and you will naturally write questions.

  4. Anonymous users2024-02-10

    Yes.

    After the end of the 2022 college entrance examination, many teachers said that this year's mathematics college entrance examination is really difficult, and many students who entered the examination room said that it was simply the most difficult mathematics question in history. A large number of students said that they can usually do math problems very quickly, and it almost takes two hours to complete the papers, but they can't finish the questions in the college entrance examination room.

    The questions are really difficult, and the speed of everyone's answers is not fast enough, and there is no way to complete the more difficult math problems in a short time.

    Coping strategies. 1. Expand the foundation and strengthen the general method.

    The examination of basic knowledge in the college entrance examination is both comprehensive and focused. To grasp the basics is to pay attention to the review of the textbooks, especially to pay attention to the formation process of concepts, formulas, laws, and theorems, pay attention to the limited scope of conditions and conclusions when applying, understand the typical role of example problems in the textbooks, and not only be able to do the exercises in the textbooks, but also deeply understand the mathematical thinking methods embodied in the problems when solving problems.

    2. Read the exam instructions carefully to reduce useless work.

    When practicing or taking mock exams, high school English, we should pay attention to cultivating the test mood and develop good habits. First of all, carefully comprehend the exam instructions, and do as required, compare the examples after the explanation, experience how the knowledge points are examined, understand the requirements of each knowledge, and do not train the requirements of knowledge.

    3. Grasp the key content and pay attention to ability training.

    The main content of high school mathematics is the most important part of supporting the entire high school mathematics, and it is also the content that must be mastered to enter the university, and these contents are required and focused on every year.

    Regarding functions (including trigonometric functions), plane vectors, straight lines and conic curves, line-surface relations, sequences, probabilities, derivatives, etc., they should be treated as the top priority in the review, and they should be implemented one by one, and they should be radiated to other knowledge points through the review of these topics.

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