Outline of the new enlightenment physical education single move-mathematics examination: the main contents of the physical education single move mathematics examination are algebra, geometry and analytic geometry. The knowledge requirements, ability requirements and personality quality requirements of the examination content are as follows: (1) The requirements for examination knowledge are divided into three levels from low to high: understanding, understanding and mastering, flexible application and comprehensive application. 1. Understanding: It is required to have a preliminary understanding and perceptual knowledge of what you have learned, know what the content is, and identify it in related problems. 2. Comprehension and mastery: It is required to have a profound grasp of the knowledge learned, be able to reason, deform and infer, and only use it when solving related problems. 3. Flexible and comprehensive application: it only requires a systematic grasp of internal relations, and can only solve and analyze complex problems. (2). Examination content 1. Examination contents of plane vector: vector, addition and subtraction of vector, product of real number and vector, coordinate representation of plane vector, bisector of line segment, quantitative product of plane vector, distance between two points on plane and translation 2. Set and simple logic test content: set, subset, intersection, complement, intersection and union 3. Function, inverse function and image relationship, logarithmic operation, logarithmic function 4. Basic properties, proof and solution of inequality, inequality with absolute value 5. Trigonometric functions, trigonometric functions, sine and cosine functions and their images in the unit circle, sine theorem and cosine theorem. 6. Series: arithmetic, geometric series and their derivatives, the first n terms, formula 7. Equation of straight line and circle, inclination angle and slope of straight line, relationship between point inclination and two parallel lines and vertical line, and distance from point to line. 8. Conic curve equation: geometric properties and parameter equation of ellipse, standard equation and basic properties of hyperbola and parabola. 9. Straight line, plane, simple geometry, determination of straight line and plane, distance, triple vertical theorem. 10. permutation and combination: permutation order number formula, combination number formula, binomial theorem expansion. 1 1. Probability, probability of random events, probability of possible events.