Candidates with better review effect can start about one and a half months before the exam; For candidates whose learning effect is not so ideal, the mock exam should start in early February at the latest.

Simulating the postgraduate entrance examination, it is best to arrange the time at 8: 30- 1 1: 30 in the morning (the time for the postgraduate entrance examination), and do not deal with other things in the middle; The purpose of full-reality simulation is as follows:

The first is to adjust the examination mentality.

The second step is to make a final leak check.

The third is to control the pace of doing the questions and ensure that all the points you can get are obtained.

However, the quality of the simulation questions is uneven. Candidates should not just stare at the scores, but calm down and do the simulation questions seriously. I hope everyone can be familiar with the exam!

Mathematical skills of postgraduate entrance examination

Review comprehensively, pay attention to the foundation and thoroughly understand the key points.

As the saying goes, know yourself and know yourself. In order to achieve ideal results in advanced mathematics for postgraduate entrance examination, we must first understand the requirements, scope and key points of the examination. Judging from the outline of mathematics examination and the examination questions of postgraduate entrance examination in recent years, there are more and more examinations on basic knowledge in postgraduate entrance examination mathematics, and the proportion of basic knowledge is also increasing.

Therefore, the majority of candidates must pay attention to the understanding of basic knowledge and remember some necessary conclusions when reviewing. In addition, the entrance examination questions of mathematics are required to cover all the contents of the examination outline, such as the number of years of 202 113, and several separate test sites are investigated respectively:

Euler equation, so everyone must review the knowledge points without omission. It is suggested that candidates should first comprehensively summarize and sort out related concepts, formulas, questions and methods.

On this basis, we must be familiar with the key points of the exam (such as the calculation of limit, the calculation of partial derivative of multivariate function, double integral, second-order linear differential equation with constant coefficients, power series, multivariate function integral, etc.). ).