1, numbers and formulas. This paper mainly examines students' mastery of the nature of logarithm, the operation of numbers and the operation of algebraic expressions. , such as whether students understand the nature of logarithm (antonym, absolute value, etc.). ), whether you are proficient in logarithmic operations (addition, subtraction, multiplication, division, etc.). ), and whether it is accurate in the operation of algebraic expressions (merging similar items, removing brackets, etc.). ).

2. Geometry and graphics. This paper mainly examines students' recognition and operation of geometric figures, such as whether students can correctly recognize different geometric figures (triangles, quadrilaterals, etc.). ), and whether they can make relevant calculations and proofs according to the graphic characteristics.

3. Functions and equations. This paper mainly examines students' mastery of function properties, function images and equation solutions. For example, can students understand the basic properties of functions (definition domain, value domain, etc.). ), whether you can skillfully draw the image of the function and solve the equation quickly.

4. Statistics and probability mainly examine students' ability to collect, analyze and predict data, such as whether students can correctly use different statistical charts to express and interpret data and whether they can predict the possibility of events through probability models.

5. Algorithms and flowcharts mainly examine students' ability to understand and design computer programs, such as whether students can understand basic algorithms and flowcharts, and whether they can use flowcharts to describe and solve practical problems.

6. Inequality and inequality group mainly examines students' mastery of the nature and solution of inequality, such as whether students can understand the nature of inequality (transitivity, additivity, etc.). ) and whether they can skillfully solve the solution set of inequalities or inequality groups. Set and logic: to examine students' ability to understand and use set and logic terms, such as the definition of set, the operation of set and the meaning of logical connectors.

7. Series: Test students' understanding of series and basic operation ability, such as the definition of series, the general formula of series, and the summation of arithmetic progression and geometric progression. Plane rectangular coordinate system: to examine students' understanding and application ability of plane rectangular coordinate system, such as understanding the concepts of coordinate axis, coordinate origin, quadrant and coordinate, and determining the coordinates of points.

8. Simple trigonometric function: Test students' understanding of trigonometric function and basic operational ability, such as definition and properties (periodicity, monotonicity, etc.). ) and trigonometric functions. Vector: Examines students' understanding of vectors and their basic operational ability, such as the definition of vectors, the operation of vector addition, subtraction, multiplication and division, and the application of vectors in geometry.