1. Algebraic operations and equations: including algebraic simplification, polynomial expansion, factorization, solving linear equations with one variable, quadratic equations with one variable, etc. These topics mainly examine students' ability to master and use basic algebraic operations.

2. Geometry and space geometry: including the nature and calculation of plane geometry (such as triangle, quadrilateral, circle, etc.). ) and the calculation of space geometry (such as the surface area and volume of three-dimensional graphics, etc. These topics mainly examine students' understanding and application ability of geometric concepts.

3. Functions and images: including the definition and properties of functions, images and properties of functions, compound and inverse functions of functions, etc. These topics mainly examine students' ability to understand and use function concepts.

4. Probability statistics: including the basic concept of probability, probability calculation of events, conditional probability, independent events, calculation of statistics (such as mean, variance, etc. These topics mainly examine students' ability to master and apply probability and statistics knowledge.

5. Analytic geometry: including the positional relationship between straight line and circle, the positional relationship between straight line and conic curve, symmetry in analytic geometry, etc. These topics mainly examine students' understanding and application ability of analytic geometry concepts.

6. Trigonometric functions: including the definition and properties of trigonometric functions, the images and properties of trigonometric functions, and the calculation of trigonometric functions. These topics mainly examine students' ability to understand and use trigonometric functions.

7. Calculus: including derivative and differential, integral, differential equation, etc. These topics mainly examine students' ability to master and apply calculus knowledge.

In a word, the high school mathematics examination has a variety of questions and covers a wide range, which requires students to have solid basic knowledge of mathematics and good problem-solving skills. In order to get good grades in the exam, students need to practice and summarize these questions fully to improve their problem-solving ability and test-taking level.