⑴ Set and simple logic: the concept and operation of set, simple logic and necessary and sufficient conditions.

⑵ Function: mapping and function, analytic function and domain, range and maximum, inverse function, three properties, function image, exponent and exponential function, logarithm and logarithmic function, and function application.

⑶ Sequence: related concepts of sequence, arithmetic progression, geometric progression, summation of sequence, and application of sequence.

⑷ trigonometric function: related concepts, homonym relationship and inductive formula, sum, difference, multiplication, semi-formula, evaluation, simplification, proof, images and properties of trigonometric function, and application of trigonometric function.

5. Plane vector: related concepts and elementary operation, coordinate operation, scalar product and its application.

[6] Inequality: concept and nature, mean inequality, inequality proof, inequality solution, absolute inequality.

(7) Equation of straight line and circle: equation of straight line, positional relationship between two straight lines, linear programming, circle, and positional relationship between straight line and circle.

(8) Conic curve equation: the positional relationship and trajectory of ellipse, hyperbola, parabola, straight line and conic curve.

(9) Lines, planes and simple geometry: spatial lines, lines and planes, planes and planes, prisms, pyramids and spheres.

⑽ permutation, combination and probability: permutation, combination, binomial theorem and its application.

⑾ Probability statistics: probability, distribution table, expectation, variance, sampling and normal distribution.

⑿ derivative: the concept, derivation and application of derivative.

[13] Complex number: the concept and operation of complex number.