1. Enrollment information websites Some enrollment information websites, such as the research and recruitment network and the postgraduate entrance examination information network, have information on updating the postgraduate entrance examination outline. After the outline of postgraduate entrance examination is published, candidates can log on to such websites to find their own. ...
2. Enter oneself for an examination school official website Every year at this time, the school will release the enrollment brochure and examinee outline, so official website, the target institution, must always pay attention to it. The cutting of the latest postgraduate entrance examination syllabus downloaded here has a high accuracy, and most of them are the same. ...
3. Social platform download With the continuous development of the Internet, the channels for obtaining information have become more abundant. Weibo, forums, post bars and other social platforms can view the outline of postgraduate entrance examination through information sharing.
Knowledge expansion:
The Second Outline of Mathematics for Postgraduate Entrance Examination is a book published by Higher Education Press on 20 13. The author is the editorial board of the national unified postgraduate counseling book. This book is an analysis of the second national unified postgraduate entrance examination outline for mathematics. It is applicable to all the secondary mathematics entrance exams after 20 13, and the outline will not be changed.
Examination content
The concept and expression of function: boundedness, monotonicity, periodicity and parity of function, properties of composite function, inverse function, piecewise function and implicit function, and the establishment of functional relationship of graphic elementary function. The definitions of sequence limit and function limit, left limit and right limit of property function, the concepts of infinitesimal and infinitesimal and their relationship, and the four operational limits of infinitesimal comparison limit are two important limits: monotone boundedness criterion and pinch criterion;
Concept of Function Continuity Types of Discontinuous Points of Functions Continuity of Elementary Functions Properties of Continuous Functions on Closed Interval.