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What's the math requirement for next semester?
High school mathematics is divided into five compulsory books and three elective books. There is a difference between high school mathematics for liberal arts students and science students. Next, I'll sort out what I want to learn in the next semester of senior one mathematics for your reference!

The content of compulsory courses in the second half semester of senior one mathematics is general, and mathematics in the next semester is compulsory three and compulsory four. The curriculum contents of compulsory three and compulsory four in senior one mathematics mainly include solid geometry, trigonometric function and probability statistics in senior one mathematics.

Is high school math difficult? High school mathematics is one of the most difficult subjects in the whole high school stage. Generally, students with strong scientific thinking will have less difficulty in learning high school mathematics than liberal arts students.

In the fourth semester of senior three, I mainly studied mathematics, geometry and trigonometric functions. This part of knowledge is very important in the whole high school mathematics stage, and it is relatively difficult to learn. Therefore, it is suggested that students should pay more attention to attending classes and keep up with the teacher's rhythm when studying high school mathematics in the next semester.

The skills and methods of answering questions in senior high school mathematics are summarized as 1. High school mathematics solid geometry problems should pay attention to distinguish the correlation between points and surfaces, lines and surfaces, and surfaces and surfaces, with clear logic and well-founded.

2. Pay attention to the application of the inductive formula of trigonometric function in the next semester of senior one mathematics.

3. When answering the questions of introduction to mathematics in the next semester, pay attention to the principle of solving the statistical questions of introduction, and calculate the public applications such as average and variance.