Examination content
According to the examination syllabus of Math III for postgraduate entrance examination, the examination questions of Math III are multiple choice questions, fill-in-the-blank questions and solution questions. In the meantime, the multiple-choice question includes 8 small questions, the fill-in-the-blank question is 6 small questions, and the final answer question has 9 small questions. Examination time 180 minutes, test paper score 150 points. In terms of examination content, Mathematics III has three parts, namely calculus, linear algebra and probability theory. Their contents are 56%, 22% and 22% respectively.
Difference from Math I and Math II
First of all, math 1 and 2 are for candidates majoring in engineering. Among them, Mathematics 1 is for 20 majors such as mechanical engineering and optical engineering, and Mathematics 2 is for 5 majors such as light industry skills and engineering and agricultural engineering. Therefore, candidates need to determine which subject of mathematics to take according to their major. Secondly, the requirements of Math III and Math I are different. So the difficulty will be slightly different. Generally speaking, math 1 is the most difficult, followed by math 3. However, according to the principle of giving questions, in fact, the mathematics difficulty of the postgraduate entrance examination is above average, and the pass rate is only about 35%.
Review plan
Candidates' math review should start from the winter vacation one year before the exam. From 1 month to March and April, I carefully reviewed the contents of the textbook and made examples of the whole book. Stabilizing and perfecting the basic knowledge is of great benefit to the next review plan. From April to May, you will find relevant exercise books to do exercises. The first time will be more painful. At this time, you should repeat the discussion of examples, carefully mark the wrong questions and record the analysis. The whole process lasts about 3 months, and I have a general understanding of the postgraduate mathematics once and for all, so that I can know fairly well. You can study hard in the summer vacation, or you can start doing the problem for the second time. You must carefully record the wrong questions in the whole process, and discuss the questions you don't understand with the researchers. During the summer vacation, it is the process that the whole postgraduate mathematics begins to leap, so we must grasp it. In September, you can initially do the real questions for the postgraduate entrance examination. For the real questions of 20 or 30 years, you can choose a paragraph that has been done for 20 years or many teenagers, brush it carefully, and keep the latest two sets to do before the exam. Similarly, attention should be paid to the arrangement of wrong questions and repeated review.
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