The concept and theory of the first highest number are abstract and difficult to understand. High numbers involve many concepts, such as limit, derivative and integral, which are difficult for beginners to understand intuitively. While listening to the class, you may be able to remember some definitions and formulas, but it is difficult to understand the mathematical principles and practical applications behind them.
Lack of practical training. Advanced mathematics is a subject of integrating theory with practice, but sometimes it pays attention to theoretical derivation and ignores practical application training in teaching. Students may just be indoctrinated with a lot of formulas and theorems, but they lack the experience and ability to solve practical problems with this knowledge.
Poor problem-solving skills and application ability are also important reasons. Solving the problem of high numbers often requires some skills and methods, such as drawing function images, solving derivatives and calculating integrals. Beginners may not be proficient in these skills and methods, resulting in a lack of flexibility and accuracy in doing problems.
In order to deal with these problems, we can adopt a series of solutions. First of all, to strengthen the understanding of advanced mathematics concepts, we can improve our understanding of abstract concepts by reading more relevant textbooks and listening to lectures or courses. Secondly, we should pay attention to practical training, do more exercises and examples related to practical problems, and learn to apply theoretical knowledge to practice. Finally, we should keep practicing and increase our proficiency in solving problems. We can improve our problem-solving ability by doing problems and taking remedial classes.
In view of the above situation, you can try the following solutions.
Understand more concepts: to strengthen the understanding of advanced mathematics concepts, you can read more relevant textbooks, attend relevant lectures or courses, or seek the help of teachers. Practice practical application: while studying advanced mathematics, practice practical problems as much as possible, such as doing problems and participating in mathematical modeling competitions, so as to improve the application ability of mathematical knowledge in practical problems.
Improve proficiency: through repeated practice, improve proficiency in solving high math problems. You can choose to do more exercises, or take part in relevant training courses or tutoring classes to strengthen your mastery of problem-solving methods and skills.