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Is it difficult to correct the second volume of the new curriculum standard in 2023?
In 2023, the examination paper structure, test setting and score distribution of the second volume of the new mathematics curriculum standard for the college entrance examination are basically the same as those of the 2022 college entrance examination. Compared with 2022, the calculation amount and difficulty of the whole set of questions have decreased, and the multiple-choice questions and fill-in-the-blank questions are relatively peaceful and slightly difficult to solve. The whole set of papers comprehensively examines the core qualities such as mathematical abstraction, logical reasoning, mathematical modeling, intuitive imagination, mathematical operation and data analysis, which embodies the basic, comprehensive, applied and innovative examination.

The content of the test questions covers topics such as preparatory knowledge, function, geometry and algebra, probability and statistics, mathematical modeling activities, mathematical inquiry activities, etc., and realizes all-round coverage of basic knowledge. For example, the single choice of 1-5, the multiple choices of 9- 10, the filling in the blanks of 13- 14, and the solution of 17 are all to examine students' deep understanding and comprehensive application of basic knowledge and methods, and also to help students quickly enter the examination state.

In the process of making situational test questions, control the number of words when cutting materials and the difficulty of reading comprehension; When abstracting mathematical problems, set reasonable thinking intensity and abstraction degree; When solving problems, set appropriate calculation process and quantity, and strive to make situational test questions reach the required level of test questions and the cognitive level of candidates. For example, the topic 12 examines binomial distribution and its application in the background of signal transmission. This topic designs two transmission modes: single transmission and triple transmission, and studies the probability of obtaining correct signals for each transmission mode in turn, and investigates the ability to understand and explore new concepts and new knowledge. Another example is 19, which is based on the real problems in students' lives and close to students' reality, and has practical significance and research value. This problem needs to balance the missed diagnosis rate and misdiagnosis rate reasonably and establish the detection standard. The situation of the problem has both practical significance and mathematical application value.