In the process of learning mathematics, many students always feel that mathematics is a difficult subject, and they don't know how to study, although they spend a lot of time and energy, and they always can't get satisfactory results in the exam, so how to cultivate their ability in mathematics? There are many common aspects to choose from, which ones do you have?
First of all, learning mathematics requires a solid foundation and a good understanding of the concepts and formulas of the content being studied. Mathematics learning itself is a step-by-step process, only after laying a good foundation, then the subsequent content of the learning will be smoother, in which the understanding of concepts, the use of basic formulas is the most basic, but also the most direct content in learning. The basic salvage mentioned here is not to memorize these contents in general and use them skillfully, but to understand its true connotation, and use your understanding to use it in practice to be truly mastered.
Secondly, mathematics learning requires a lot of practice. The amount of practice is determined according to the effect of students' understanding and application of concepts, if their understanding is relatively shallow, or even can not be used flexibly, then the same type of question type is practiced many times to help master the knowledge. After laying a solid foundation, the content learned can be consolidated again through practice, and the practical practice can improve the application efficiency of knowledge, and in the process of problem solving, the process of combining the basic content with the skills and methods of solving the problem is also an important step in the cultivation of mathematical thinking and the improvement of mathematical ability. This place has to mention that when choosing exercises that are suitable for individuals, you must choose according to your actual situation, which is generally divided into elementary, intermediate and advanced classifications, suitable for yourself, in order to make yourself better applied.
Thirdly, in the process of learning mathematics, it is necessary to develop a good habit of being good at thinking, independent thinking and practice.
That is to say, we must listen carefully in the classroom and follow the teacher's ideas for step-by-step thinking, which is the initial stage for us to establish independent thinking and problem-solving ability, and following the teacher's footsteps will help us better implement the details of the method and the use of skills. In this process, we establish the basic way we think about mathematics. In addition, we will encounter different types of questions through the practice of doing problems and exercises, at this time, how to think and analyze the steps of thinking and analyzing the content of mathematics knowledge we have learned? It is only after overcoming this part that our ability to apply knowledge will we get a qualitative leap. Therefore, by doing problem solving, we can apply the knowledge we have learned to solve practical problems, which further improves our mathematical thinking and analysis ability.
Fourth, in the process of learning mathematics, we can learn in different ways, not just following the rhythm of textbooks, mathematics is hidden in all corners of our lives. When we encounter difficulties in learning, we can not effectively solve the problem through the knowledge in the textbook, we can find a solution through other ways, which is the best way for us to use knowledge flexibly or broaden our thinking in learning. For example, with the help of the training of Olympiad thinking, the direction of thinking and the method of solving problems can be gradually expanded in the process of solving problems, and our thinking ability and analytical reasoning ability will also be improved through the training of mathematical thinking games.
Finally, if we want to learn mathematics well, we must also have strong perseverance Mathematics itself is a step-by-step process, only by mastering the content of each step of learning, then the follow-up learning can be better continued, otherwise if there are more and more problems piled up, the follow-up learning will become more and more difficult, especially in this process, the expansion of mathematical thinking and the improvement of analytical ability will help us better overcome difficulties and problems.