Analysis of Mathematics Difficulty of College Entrance Examination in 2020;

1, a test paper

The first test paper of college entrance examination in 2020 is still difficult as a whole, but the difficulty and credibility are high, the types and topics are relatively novel, the difficulties are prominent, and the knowledge system of test sites is broad, which is conducive to the gradient of talent selection.

2. Two volumes of test questions

The second volume is not very difficult, mainly based on a solid basic knowledge system, which requires candidates to have solid mathematical knowledge and experience in order to achieve ideal results.

3. Three volumes of test questions

The reflection of the three volumes is relatively simple, and it is a hot spot in recent years. Unlike 20 19' s "going around", which makes the candidates feel confused and makes some candidates cry just after the exam, the overall situation of the three volumes is relatively simple, and the questions are clear and straightforward, which is conducive to the candidates' answering and thinking, and the candidates are easy to get started. However, in order to answer correctly, they need to have a solid basic knowledge system, but it is true to take the exam.

Mathematics answering skills in college entrance examination;

1, read the topic carefully

Read the topic carefully, understand the requirements and conditions of the topic, and then start solving the problem. Ensuring that your understanding of the problem is accurate helps to avoid mistakes in the process of solving the problem. For complex problems, we can solve them by sections. Divide complex problems into many small ones and solve them step by step.

2. Master basic concepts and formulas.

In college entrance examination mathematics, basic concepts and formulas are the cornerstones of solving problems. Mastering and skillfully using commonly used mathematical concepts and formulas can help candidates solve problems faster.

3. Draw and mark carefully.

When it comes to graphics or geometry, it is very important to draw clear and accurate graphics. Rational use of marks, annotations and geometric theorems can help candidates better understand and solve problems.

4. Deliberately train problem-solving thinking

By doing more examples and exercises, we can cultivate problem-solving ability and logical reasoning ability. Practice can help candidates get familiar with all kinds of questions and improve the speed and accuracy of solving problems. When calculating the problem, pay attention to the unit and precision requirements required by the problem.