What subjects should be taken in the primary school mathematics postgraduate entrance examination: the mathematics postgraduate entrance examination subjects are different, and the specific examination subjects depend on which school you take. But the initial examination generally requires politics, English, mathematical analysis and advanced mathematics. _ 1. The research direction and examination subjects (specialized courses) of each school are different. Before the exam, you need to check the enrollment brochures of the departments you apply for. Politics, English, mathematical analysis and advanced mathematics are generally required for the initial examination. As for the second interview, each school is not consistent. Generally, it takes differential equations and complex functions. Graduate students majoring in mathematics are divided into several directions, such as applied mathematics, computational mathematics, probability theory and mathematical statistics. Generally speaking, it is a basic compulsory test for students with high scores. Some schools have two professional courses, namely, scores and high generations. Some schools combine scores and high generations to calculate a professional course, and then take another professional course, such as probability or statistics. Second, the mathematics (1) answer notes are easy first and then difficult. Don't memorize a question, grab the rhythm. Give up selectively. When you encounter something you can't do for the time being, put it aside and come back to do it when you finish other topics. (2) calm down and check. After finishing the problem, leave 1 minute to check whether the problem is correct, and improve the accuracy while seeking the speed of doing the problem. (3) Really not. Think about the definition. As mentioned earlier, mathematics is a basic subject, and most problems extend from the foundation. When you encounter problems that you can't do, return to the basics, list relevant theorems and formulas, and do necessary operations, as far as possible.

What subjects should be taken in the primary school mathematics postgraduate entrance examination: the mathematics postgraduate entrance examination subjects are different, and the specific examination subjects depend on which school you take. But the initial examination generally requires politics, English, mathematical analysis and advanced mathematics. _ 1. The research direction and examination subjects (specialized courses) of each school are different. Before the exam, you need to check the enrollment brochures of the departments you apply for. Politics, English, mathematical analysis and advanced mathematics are generally required for the initial examination. As for the second interview, each school is not consistent. Generally, it takes differential equations and complex functions. Graduate students majoring in mathematics are divided into several directions, such as applied mathematics, computational mathematics, probability theory and mathematical statistics. Generally speaking, it is a basic compulsory test for students with high scores. Some schools have two professional courses, namely, scores and high generations. Some schools combine scores and high generations to calculate a professional course, and then take another professional course, such as probability or statistics. Second, the mathematics (1) answer notes are easy first and then difficult. Don't memorize a question, grab the rhythm. Give up selectively. When you encounter something you can't do for the time being, put it aside and come back to do it when you finish other topics. (2) calm down and check. After finishing the problem, leave 1 minute to check whether the problem is correct, and improve the accuracy while seeking the speed of doing the problem. (3) Really not. Think about the definition. As mentioned earlier, mathematics is a basic subject, and most problems extend from the foundation. When you encounter problems that you can't do, return to the basics, list relevant theorems and formulas, and do necessary operations, as far as possible.