It's easier to take the postgraduate entrance examination for Math III than Math I and Math II. General engineering students have to take one or two exams, and management students have to take three or four exams. The content of the third math exam includes calculus, linear algebra, probability theory and mathematical statistics. Calculus accounts for 56% of the total score, linear algebra accounts for 22%, and probability theory and mathematical statistics account for 22% of the total score. Therefore, the postgraduate mathematics should also pay attention to the study of calculus.
People with zero foundation must have some difficulties, but the most important thing for postgraduate entrance examination is persistence. Mathematics III is relatively easy, so it is not difficult as long as you have determination. Look at the total score in the postgraduate entrance examination, it is ok to cross the national line in a single subject, so as long as you follow your own plan, it is no problem to start learning mathematics from scratch.
What are the majors in the three universities of postgraduate mathematics?
All two disciplines and majors in the first-level discipline of theoretical economics in economics. Two subjects in the first-level discipline of applied economics, including statistics, quantitative economics, national economics, regional economics, finance (including taxation), industrial economics, international trade, labor economics and national defense economy.
Two disciplines, major: business management (including financial management, marketing, human resource management), technical economy and management, accounting, and business administration, a first-class discipline in tourism management. All two disciplines and majors in the first-level disciplines of agriculture, forestry, economy and management.
Answering skills
Answer the blanks first. Candidates can answer the blanks first. Generally speaking, fill-in-the-blank questions are basic concepts and basic operation questions, which are easier to score. Because some multiple-choice questions have strong concepts and high calculation skills, there are generally the following ways to solve multiple-choice questions: the conditions given in the stem are analytical.
Graphical method: it is suitable for the situation that the given function in the question has certain characteristics, such as parity, periodicity or that the given event is two events, and it is particularly simple to do it graphically. The results of calculation problems are generally not particularly complicated. If there are complicated results, check them. If you encounter the problem that you can't do it and you are not sure, don't leave it blank. You can write more relevant content to get some "step by step".